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Lise-Marie Imbert-Gerard | New York University | Generalized plane waves for variable coefficients; h-version |

Kamana Porwal | Louisiana State University | FEM for an elliptic optimal control problem with control constraints |

Tom Lewis | University of North Carolina at Greensboro | Generalized monotone LDG methods for second order full nonlinear PDEs |

Constantin Bacuta | University of Delaware | Saddle point least squares for mixed methods |

Mengying Xiao | Clemson University | On reducing the splitting error in Yosida methods for the Navier-Stokes equations with grad-div stabilization |

Bradley McCaskill | University of Wyoming | A locally conservative stabilized continuous Galerin FEM for multiphase flow in poroelastic subsurfaces |

Vaclav Kucera | Brown University | Sufficient and necessary conditions for FEM convergence |

Mingchao Cai | Morgan State University | Overlapping Schwarz methods with a standard coarse space for almost incompressible linear elasticity |

Xu Zhang | Purdue University | Superconvergence of immersed FEM |

Jichun Li | Unversity of Nevada Las Vegas | Finite element analysis and modeling of carpet cloak |

Gerard Awanou | University of Illinois at Chicago | Finite element approximations of the Aleksandrov solution of the Monge-Ampere equation |

Yi Zhang | The University of Tennessee, Knoxville | FEM for the stochastic Allen-Cahn equation with multiplicative gradient type noise |

Allan Hungria | University of Delaware | HDG method for time-harmonic elasticity solutions |

Shangyou Zhang | University of Delaware | A P_2 non-conforming finite element on tetrahedral grids |

Tonatiuh Sanchez-Vizuet | University of Delaware | BEM/FEM coupling for transient wave-structure interaction |

Tong Sun | Bowling Green State University | Numerical smoothness for parabolic equations |

Jue Yan | Iowa State University | Third order maximum principle preserving direct DG method for convection-diffusion equations on unstructured triangular meshes |

Sara Pollock | Texas A&M University | Adaptive regularization strategies for nonlinear PDE |

Manuel Sanchez | Brown University | FEM for interface problems |

Amanda Diegel | Louisiana State University | An answer to the question: what about scheme for the Cahn-Hilliard-Navier-Stokes equation? |

Alexandre Madureira | LNCC-Brazil | A hybrid mixed method for elasticity |

Yang Yang | Michigan Technological University | Local discontinuous Galerkin method for KS chemotaxis model |

Quanling Deng | University of Wyoming | Construction of locally conservative fluxws from continuous Galerkin FEM solutions |

Dmitriy Leykekhman | University of Connecticut | Discrete parabolic maximal regularity and its applications |

Leo Rebholz | Clemson University | Unconditional long-time stability for a velocity-vorticity method for 2-D Navier-Stokes |

Prosper Torsu | University of Wyoming | A stochastic basis mehtod for UQ for elliptic BVPs: an application to wellbore placement |

Douglas Arnold | University of Minnesota | Computing eigenvalues without solving eigenvalue problems |

Qingsong Zou | Sun Yat-sen University | An unconditionally stable quadratic finite volume mehtod over triangular meshes |

Cagnur Corekli | The University of Connecticut | DG method for Dirichlet boundary control problem |

Matthew Hassell | University of Delaware | BEM-FEM coupling for transient acoustics |

Pablo Venegas | University of Maryland | Optimal control of magnetic nanoparticles |

Shangyou Zhang | University of Delaware | A 2D P3 H3-nonconforming finite element |

Minah Oh | James Madison University | De Rham complexes arising from Fourier finite element methods in axisymmetric domains |

Peter Monk | University of Delaware | Time domain scattering from gratings |

Nabil Chaabane | Virginia Tech University | Imeersed finite elements for the Stokes interface problem |

Yanlai Chen | UMass Dartmouth | Reduced basis decomposition |

Shawn Walker | Louisiana University University | A finite element method for liquid crytals with variable degree of orientation |

Joscha Gedicke | Louisiana University University | Adaptive C^0 interior penalty method for an optimal control problem |

Harbir Antil | George Mason University | Fractional optimal control problem |

Amanda Diegel | University of Tennessee | A second order (in time) mixed method for the Cahn-Hilliard equation |

Wujun Zhang | University of Maryland | A rate of convergence for the Monge-Ampere equation |

Filander A. Sequeira | Universidad de Concepcion, Chile | A posteriori error analysis of an augmented HDG method for a class of quasi-Newtonian Stokes flows |

Hengguang Li | Wanye State University | Finite element methods on W_p^1 |

Francisco Sayas | University of Delaware | Interfacing FEM and BEM in wave simulation |

Enrique Otarola | University of Maryland; George Mason University | A pde approach to space-time fractional parabolic equations |

Duk-Soon Oh | Rutgers University | Adaptive BDDC methods for Raviart-Thomas vector fields |

Xu Zhang | Purdue University | Discontinuous Galerkin immersed finite element methods |

Pierre Cantin | ENPC (CERMICS) | Compatible discrete operator schemes for advection-diffusion problems on polyhedral meshes |

Yang Yang | Michigan Tech University | Positivity-preserving LDG methods for parabolic equations with blow-up solutions |

Kihyo Moon | Virginia Tech University | An immersed discontinuous Galerkin method for the acoustic interface problem |

Slimane Adjerid | Virginia Tech University | Immersed finite elements for interface problems |

Buyang Li | Nanjing University | An L^p approach to analyze Galerkin FEM for parabolic equations with low-regularity structure |

Jiquang Sun | Michigan Tech University | Recursive integral method for an eigenvalue problem |

Manuel Sanchez-Uribe | Brown University | Polynomial interpolation in the Bernstein basis |

Constantin Bacuta | University of Delaware | Saddle point least-squares for div-curl problems |

Xiaoming He | Missouri University of Science and Technology | Immersed finite elements with applications to charging in space |

Shawn Walker | Louisiana State University | Controlling the footprint of droplets |

Abner Salgado | University of Tennessee | Approximation of elliptic equations in the BMO coefficients |

Binghe Chen | Purdue University | First order least squares method and the adaptive algorithm for convection dominated diffusion problems |

Hengguang Li | Wayne State University | W_p^1 stability on graded meshes |

Ralf Hiptmair | ETH,Zurich | Discrete shape gradients |

Sara Pollock | Texas A & M University | Goal oriented adaptive finite element methods for quasilinear pde |

Ke Shi | Texas A & M University | An HDG method for linear elasticity with strong symmetry |

Andrew Gillette | University of Arizona | H(curl) and H(div) elements on polytopes from generalized barycentric coordinates |

Shangyou Zhang | University of Delaware | Optimal symmetric mixed elasticity elements |

Junping Wang | NSF | Weak Galerkin FEMS: basic principles |

Yanlai Chen | University of Massachusetts Dartmouth | A certified fast algorithm for computing lower bounds of inf-sup constants |

Xu Zhang | Purdue University | Localized H(div) recovery a posteriori error estimators for elliptic equations |

Manuel Sanchez Uribe | Brown University | Higher order FEM for a class of interface problems |

Dmitriy Leykekhman | University of Connecticut | Some weighted estimates with application to pointwise estimates on convex polyhedral domains |

Zhimin Zhang | Wayne State University | Superconvergence of the DG method for linear hyperbolic equations in 1D |

Malgorzata Peszynska | Oregon State University | FE for phase transitions without regularization |

Paul Kuberry | Sandia National Laboratories | Optimization based approach to decouple fluid structure interaction |

Amanda Diegel | University of Tennessee | Analysis of FEMs for Cahn-Hilliard flow models |

Youngjoon Hong | Indiana University | Theoretical and nmerical analysis of singularly perturbed equations |

Guanglian Li | Texas A & M University | A multiscale adaptive algorithm for high contrast flow problems |

Yang Yang | Michigan Technological University | Superconvergence of the DG method for hyperbolic equations in two space dimensions |

Joscha Gedicke | Louisiana State University | Adaptive C^0 interior penalty method for a biharmonic obstacle problem |

Alan Demlow | University of Kentucky | A posteriori estimates in L_{infinity} and BMO |

Michael Pruitt | University of Connecticut | Harnack inequality for piecewse linear discrete harmonic functions |

Guosheng Fu | University of Minnesota, Twin Cities | Speed-up of the mixed FEM in reservoir simulation |

Martin Licht | University of Oslo | Discrete distributional deRham complexes |

Jie Shen | Purdue University | Generalized Jacobi functions and application to fractional differential equations |

Harbir Antil | George Mason University | Optimal control for fractional elliptic pdes |

Werner Bauer | Universität Hamburg | A new covariant form of the equations of geophyical fluid dynamics and their structure preserving discretization |

Joachim Schöberl | Technische Universität Wien | C++ 11 implementation of finite elements |

P. Robert Kotiuga | Boston University | Whitney form discretization of helicity functionals and discrete diffeomorphism invariance |

Enrique Otarola | University of Maryland | Convergence rates for the elliptic fractional obstacle problem |

Long Chen | University of California, Irvine | Multigrid methods for mixed finite element methods |

Ignacio Tomas | University of Maryland | A simple pde model for two-phase ferrofluids |

Kai Yang | The Pennsylvania State University | Well-posedness and robust preconditioners for discretized fluid structure interaction systems |

Qiang Du | The Pennsylvania State University | Asymptotically compatible discretization of nonlocal models and their local limits |

Joscha Gedicke | Louisiana State University | Hodge decomposition for two dimensional time Harmonic Maxwell's equations |

Cody Lorton | University of Tennessee, Knoxville | Efficient numerical algorithm for acoustic scattering in random media |

Tom Lewis | The University of North Carolina at Greensboro | Motivating a penalty-free DG method for elliptic problems |

Sergiy Borodachov | Towson University | Pointwise optimal multivariate spline method for recovery of twice differentiable functions on a simplex |

Michael Neilan | University of Pittsburgh | Finite element methods for elliptic problems in non-divergence form |

Alan Demlow | University of Kentucky | HDG methods for the Laplace-Beltrami problem |

Gerard Awanou | University of Illinois at Chicago | Standard finite elements for the numerical resolution of the elliptic Monge-Ampere equation |

Bo Dong | UMass Dartmouth | Superconvergent HDG method and hybridized mixed methods for third-order equations in a unified framework |

Runchang Lin | Texas A&M International University | DG LS FEM for semilinear reaction-diffusion problems |

Sheng Zhang | Wayne State University | A DG method for the Koiter shell |

Xu Zhang | Purdue University | Partially penalized immersed finite element method |

Ke Shi | Texas A&M University | A multiscale HDG method for second order elliptic problems |

Hailong Guo | Wayne State University | Hessian recovery for finite element methods |

Fernando Camacho | University of Kentucky | L2 and pointwise a posteriori error estimates for FEM on surfaces |

Zhimin Zhang | Wayne State University | How many numerical eigenvalues can we trust? |

Jiguang Sun | Michigan Technological University | Note on the penalty of C0IPDG |

Hengguang Li | Wayne State University | A super-closeness result in weighted space |

Yi Zhang | University of Tennessee | Post-processing procedures for an elliptic distributed optimal control problem with pointwise state constraint |

Yukun Li | University of Tennessee | DG methods for the Allen-Cahn equation and mean curvature flow |

Corina Simian | University of Chicago | Intrinsic discretization for elliptic boundary value problems |

Harbir Antil | George Mason University | Convergence of reduced basis |

He Yang | Rensselaer Polytechnic Institute | Stability analyis and error estimates of an exactly divergence-free method for the magnetic induction equations |

Ricardo Nochetto | University of Maryland | A FEM for elliptic PDE with rough coefficients |

Bo Dong | UMass Dartmouth | A generalized DG method for the stationary Schrodinger equation |

Ragnar Winther | University of Oslo | The bubble transform |

Jiguang Sun | Michigan Tech | A GPU-based recursive eigensolver |

Ana Maria Soane | Towson University | Multigrid preconditioners for optimal control problems in fluid flow |

Enrique Otarola | University of Maryland | A PDE approach to fractional diffusion |

Shuo Zhang | Institute of Computational Mathematics, Chinese Academy of Sciences | Stable Stokes finite element pair on quadrilateral grids |

Abner Salgado | University of Tennessee | Polynomial interpolation in Muckenhoupt weighted spaces |

Xiaozhe Hu | Penn State University | Adaptive Eulerian-Lagranian method for convection-diffusion problems |

Matthias Gobbert | UMBC | FEM and FVM for parabolic PDEs with advection and point sources |

Sergiy Borodachov | Towson University | Optimal mutivariate spline methods for recovery of twice differentiable functions |

Maximilian Metti | Penn State University | Spacetime moving finite elements for convection-dominated problems |

Constantin Bacuta | University of Delaware | A saddle point least-squares method |

Hae-Soo Oh | University of North Carolina at Charlotte | Enriched IGA for elliptic problems containing singularities |

Leo Rebholz | Clemson | Reduced sparsity grad-div stabilization |

Matthew Reyna | Rensselaer Polytechnic Institute | On the bounds and time steps for the DG and central DG methods for linear hyperbolic problems |

Fei Wang | Penn State University | DG methods for variational inequalities |

Jie Shen | Purdue University | Fast direct structured spectral solver for problems with variable coefficients |

Michael Neilan | University of Pittsburgh | The Scott-Vogelius element revisited |

Wujun Zhang | University of Maryland | FEM for elliptic PDE in non-divergence form |

Tong Sun | Bowling Green State University | Computing fully-developed shocks with DG and the Rankine-Hugoniot condition |

Shuhao Cao | Purdue University | A posteriori error estimation for H(curl) interface problems |

Manuel Sanchez-Uribe | Brown University | Max-norm stability of the lowest order Taylor-Hood element in 3-D |

Ignacio Tomas | UMD-College Park | The Rosensweig model for ferro-fluids |

Joscha Gedicke | Louisiana State University | Adaptive C^0 interior penalty method for biharmonic eigenvalue problems |

Paul Kuberry | Clemson | An optimization algorithm to decouple Navier-Stokes linear elastic FSI problems |

Douglas Arnold | University of Minnesota | Approximation by finite elements on multilinearly mapped cubical meshes |

Dong Zhou | Temple University | Mixed FEM for the pressure Poisson equation reformulation of the incompressible Navier-Stokes equations |

Fengyan Li | Rensselaer Polytechnic Institute | High order asymptotic preserving methods for some kinetic transport models |

Cody Lorton | University of Tennessee Knoxville | An IPDG method for the elastic Helmholtz equations with large wave number |

Ren Zhao | Wayne State University | Polynomial preserving recovery on the boundary |

Lizao Li | University Of Minnesota | Finite element exterior calculus with lower-order terms |

Christopher Davis | Louisiana State University | A partition of unity method for an optimal control problem |

Yanlai Chen | UMass Dartmouth | Reduced basis FEM in the collocation framework |

Dmitriy Leykekhman | UConn | Best approximation properties of parabolic problems in the L^{\infinity}(\Omega:L^2[0,T]) norm |

Markus Buerg | Texas A&M University | A fully automatic hp-adaptive FEM for Maxwell's equations |

Lawrence Bush | University of Wyoming | On the application of the continuous Galerkin FEM to multiscale multiphase flow problems |

Christopher Davis | Louisiana State University | A partition of unity method with penalty for fourth order problems |

Leszek Demkowicz | University of Texas | Global properties of DPG |

Truman Ellis | University of Texas | Locally conservative DPG for convection-diffusion |

Joerg Frohne | Texas A&M University | A solution method for elasto-plastic contact problems |

Shiyuan Gu | Argonne National Laboratory | Numerical simulation of piezoelectric vibration energy harvester |

Jeran-Luc Guermond | Texas A&M University | Viscous regularization of the Euler equations |

Tom Hagstrom | Southern Methodist University | Dissipative elements for wave equations in second order form |

Chang Young Jang | Southern Methodist University | Exact radiation BCs using Hermite methods applied to 2-D linear acoustics on overlapping composite grids |

Kyungjoo Kim | University of Texas | Finite element modeling electomagnetic wave propogation |

Sanghyun Lee | Texas A&M University | Numerical simulations of the Kaye effect |

Jizhou Lee | Rice University | Time and space discretizations of miscible displacement equations under low regularity |

Hengguang Li | Wayne State University | New multigrid methods for the Stokes and linear elasticity problems |

Runchang Lin | Texas A&M University | A DG least-squares FEM for solving Fisher's equation |

Murtazo Nazarov | Texas A&M University | Entropy stability and high order approximation of the compressible Euler equations |

Monika Neda | University of Nevada | Filter based stabilization for Navier-Stokes equations |

Michael Neilan | University of Pittsburgh | The Stokes complex and stable divergence free finite elements |

Minah Oh | James Madison University | Finite element exterior calculus on axisymmetric domains |

Duk-Soon Oh | Louisiana State University | A balancing domain decomposition method by constraintss for Raviart-Thomas vector fields |

Maxim Olshanskii | University of Houston | Non-degenerate Eulerian FEM for PDEs posed on surfaces |

Beatrice Riviere | Rice University | A poroelasticity model for intestnial edema |

Nathan Roberts | University of Texas | The lid-driven cavity flow problem using a DPG methodology |

Johannes Tausch | Southern Methodist University | BEM for parabolic moving boundary problems |

Vladimir Tomov | Texas A&M University | Entropy viscosity method for Lagranian hydrodynamics |

Shawn Walker | Louisiana State University | A new mixed formulation for a sharp interface model of Stokes flow and moving contact lines |

Dongming Wei | University of New | Analytic and finite element solutions to the Hollomon Euler beams |

Xin Yang | Rice University | Convergence analysis of a DG method for time-dependent Navier-Stokes and Darcy problem |

Sonyoung Yi | University of Texas El Paso | A mixed finite element method for linear poroelasticity |

Kidist Zeleke | University of Houston | Numerical simulations of SAW actuated enantiomer separation by the immersed boundary method |

Alan Demlow | University of Kentucky | L-infinity a posteriori estimates for DG methods |

Hyunju Kim | University of North Carolina at Charlotte | Enriched isogeometric analysis by NURBS |

Lu Shu | University of Delaware | Cascadic multilevel algorithms for the Stokes system |

Tom Lewis | Univerity of Tennessee | Nonstandard local discontinuous Galerkine methods for fully nonlinear second order PDEs |

Wujun Zhang | University of Maryland | Convergence of adaptive HDG method |

Dmitriy Leykekhman | University of Connecticut | A priori error estimates for parabolic optimal control problems with pointwise controls |

Pu Song | University of Pittsburgh | Coupling surface and subsurface flow with curved interface |

Chris Davis | Louisiana State University | A partition of unity method with penalty |

Martina Bukac | University of Pittsburgh | Fluid structure interaction between an incompressible viscous fluid and multilayered ... arterial wall |

Victor Nistor | Penn State University | Optimal rates of convergence for GFEM on polygons |

Jiguang Sun | Michigan Tech University | C^0 IPDG method for biharmonic eigenvalue problems |

Yi Zhang | Louisiana State University | A quadratic C^0 interior penalty method for an elliptic optimal control problem with state constaints |

Xiu Ye | University of Arizona at Little Rock | Weak Galerkin methods for PDE |

Paolo Zunino | University of Pittsburgh | XFEM for parabolic problems with moving interfaces |

Li-yeng Sung | Louisiana State University | Independent mesh refinements |

Harbir Antil | George Mason University | Optimal control of a free boundary problem |

Francisco Sayas | University of Delaware | Double layer boundary conditions for HDG |

Jaeun Ku | Oklahoma State University | Asymptotically exact a posteriori error estimates |

Abner Salgado | University of Maryland | A TV diminishing interpolation operaotr and applications |

Andrei Draganescu | UMBC | Multigrid solution of an optimal control problem constrained by the Stokes equations |

Hengguang Li | Wayne State University | The FEM for the axisymmetric Stokes problem |

Shawn Walker | Louisiana State University | Tetrahedralization of iso-surfaces with guaranteed quality by edge rearrangement |

Lennard Kamenski | TU Darmstadt | How a non-convergent Hessian recovery works for mesh adaptation |

Jintao Cui | University of Arkansas at Little Rock | HDG method for the Helmholtz equation |

Jichun Li | University of Nevada Las Vegas | Mathematical modeling of cloaking |

Xin Xiong | University of Pittsburgh | A connection between nonlinear filter stabilization and eddy viscosity |

Marina Moraiti | University of Pittsburgh | Analysis of a second order unconditionally stable partitioned method for the evolutionary Stokes-Darcy problem |

Shangyou Zhang | University of Delaware | A mass-conserving interpolation operation and an interpolated mortar condition |

Noel Walkington | CMU | A C^1 tetrahedron without edge degrees of freedom |

Cody Lorton | University of Tennessee | Two-level Schwarz methods for non-symmetric and indefinite problems |

Aziz Takhirov | University of Pittsburgh | Flow in pebble bed geometries |

Jizhou Li | Rice University | Space-time discontinuous Galerkin method for solving miscible displacement equations |

Bill Layton | University of Pittsburgh | Nonlinear filter models and algorithms for turbulence |

Slimane Adjerid | Virginia Tech | A posteriori DG error analysis and superconvergence on tetrahedral meshes |

Doug Arnold | University of Minnesota | Finite element differential forms on cubical meshes |

Andrew Barker | Louisiana State University | A weakly over-penalized symmetric interior penalty method for the Stokes equations |

Susanne Brenner | Louisiana State University | Multiplicative Schwarz methods |

Jintao Cui | University of Minnesota | A non-conforming FEM for an acoustic fluid-structure interaction problem |

Christopher Davis | Louisiana State University | A generalized FEM for the displacement obstacle problem for clamped Kirchoff plates |

Alan Demlow | University of Kentucky | A posteriori error estimates for FEEC |

Gunay Dogan | Theiss Research, NIST | Gradient flow of the general curvature-dependent surface energy |

Johnny Guzman | Brown University | Generalized inf-sup |

Xiaozhe Hu | Penn State University | Comparative convergence analysis of nonlinear AMLI-cycle multigrid |

Jaewoo Jeong | Miami University | Mapping techniques for isogeometric analysis of elliptic boudary value problems containing singularities |

Lennard Kamenski | University of Kansas; TU Darmstadt | Conditioning of finite element equations with adaptive meshes |

Hyunju Kim | University of North Carolina at Charlotte | Exotic geometrical mappings for isogeometric analysis of fracture mechanics |

Tom Lewis | University of Tennessee | Local DG methods for fully nonlinear second order elliptic PDEs |

Dmitriy Leykekhman | University of Connecticut | Commutative properties of DG for optimal control problems |

Hengguang Li | Wayne State University | The FEM for the 3D Schrodinger operator |

Maojun Li | Rensselaer Polytechnic Institute | Central DG methods for the Green-Naghdi model |

Michael Neilan | University of Pittsburgh | Conforming mixed methods for elasticity using rational bubble functions |

Victor Nistor | Penn State University | Interface problems |

Francisco-Javier Sayas | University of Delaware | IP + BEM |

Dongwoo Sheen | Seoul National University | A quadrilateral Morley-type element for biharmonic problems |

Manuel Solano | University of Delaware | HDG for curved domains |

Jiguang Sun | Delaware State University | A mixed FEM for the quad-curl problem |

Tong Sun | Bowling Green State University | Necessity of Numerical Smoothness |

Shawn Walker | Louisiana State University | Error estimates for mixed FEM for Hele-Shaw flow |

He Yang | Rensselaer Polytechnic Institute | Dispersion and Dissipation errors of two fully dsicrete DG methods |

Kidist Zeleke | University of Houston | Numerical simulation of surface acoustic wave actuated cell sorting |

Chensong Zhang | Chinese Academy of Sciences | A stable auxiliary space preconditioner for high-order FE discretizations |

Shangyou Zhang | University of Delaware | A minimal mixed symmetric non-conforming element on n-rectangles |

Zhimin Zhang | Wayne State University | Superconvergence: uncharted territory |

Ludmil Zikatanov | Penn State University | FE approximations of asymptotically disappearing solutions of Maxwell's equations |

Harbir Antil | University of Maryland | A primal-dual method to solve PDE constrained optimization problems |

Constantin Bacuta | University of Delaware | Multilevel Gradient-Uzawa Algorithms |

Uday Banerjee | Syracuse University | Stable Generalized FEM |

Andrew Barker | Louisiana State University | A wekly over-penalized symmetric interior penalty method for the Stokes equation |

Yanlai Chen | Dartmouth University | Convergence Analysis for Nonconforming HDG Methods |

Jintao Cui | IMA | HDG methods for Vorticity-Velocity-Pressure formulation of Stokes equstion |

Alan Demlow | University of Kentucky | An adaptive surface FEM based on volume meshes |

Andrei Draganescu | UMBC | Multigrid solution of an optimal control problem constrained by a semilinear elliptic PDE |

Johnny Guzman | Brown University | Non-conforming methods for the Brinkman problem and fourth order singularly perturbed problems |

JaEun Ku | Oklahoma State University | Local a posteriori error estimators for the LS method |

John Lee | University of Minnesota | Mixed Method of Elastodynamics with Weak Symmetry Elements |

Xianping Li | Univ. Central Arkansas | Anisotropic mesh adaption and Discrete Maximum Principle for anisotropic diffusion problems |

Michael Neilan | University of Pittsburgh | Conforming divergence-free Stokes element on general triangular meshes |

Ricardo Nochetto | University of Maryland | Director Fields on Flexible Surfaces |

Enrique Otarola | University of Maryland | A FEM for the Fractional Laplace Operator |

Eun-Hee Park | Louisiana State University | BDDC Preconditioner for a Symmetric Interior Penalty Method |

Abner Salgado | University of Maryland | A Diffuse Interface Model for Electrowetting |

Francisco Sayas | University of Delaware | Tight Finite Elements for Stokes-Darcy Flow |

Patrick Sodre | University of Maryland | Optimal Control of a Free Boundary Value Problem |

Jiguang Sun | Delaware State University | A coupled BEM and FEM for the interior transmission problem |

Tong Sun | Bowling Green State University | Numerical Smoothness and Error Analysis in WENO for Nonlinear Conservation Laws |

Ignacio Tomas | University of Maryland | Semi-implicit time integration schemes for the Micropolar Navier-Stokes equation |

Shawn Walker | Louisiana State University | Mixed FEM for Hele-Shaw Flow |

Jae Woo Wong | North Carolina | Isogeometric Analysis and X-FEM for the Crack Singularities |

Xiu Ye | University of Arkansas | Weak Galerkin method for elliptic problems |

Shangyou Zhang | University of Delaware | Superconvergence of a divergence-free finite element on rectangular grids |

Shun Zhang | Brown University | Efficient Greedy Algorithms for Reduced Basis Methods |

Yi Zhang | Louisiana State University | Finite element method for the displacement obstacle problems of clamped plates |

Gerard Awanou | Northern Illinois University | Conforming mixed elements for elasticity with no vertex degrees of freedom |

Andrew Barker | Louisiana State University | Additive Schwarz preconditioners for the local discontinuous Galerkin method |

Pavel Bochev | Sandia National Laboratories | TBD |

Chris Davis | University of North Carolina - Charlotte | Reproducing polynomial boundary particle methods for boundary integral equations |

Leszek Demkowicz | University of Texas at Austin | Analysis of the DPG method for a model problem |

Alan Demlow | University of Kentucky | AFEMs are not generally simultaneously optimal for multiple norms |

Qiang Du | Penn State University | trace lemma for finite element stiffness matrix |

Don French | University of Cincinnati | A mesh free method |

Ohannes Karakashian | University of Tennessee | Conservative DG methods for the KdV equation |

JaEun Ku | Oklahoma State University | A posteriori error estimator for a LS finite element method |

Raytcho Lazarov | Texas A & M University | Numeical upscaling of Brinkman equation/TD> |

Young-Ju Lee | Rutgers University | On general Hood-Taylor FEM for axisymmetric Stokes equations |

Jichun Li | University of Nevada | FEM for Maxwell's equations in metamaterials |

Nilima Nigam | Simon Fraser University | High order elements on pyramids |

Minah Oh | James Madison University | Commuting smoothed projectors in weighted spaces |

Jeff Ovall | University of Kentucky | A framework for analyzing and constructing hierarchical-type error estimators |

Sevtop Ozisik | Rice University | Convergence analysis of DG methods |

Giancarlo Sangalli | Università di Pavia | Isogeometric Analysis of electromagnetic problems |

Joachim Schöberl | Technische Universität Wien | HDG methods |

Natasha Sharma | University of Houston | Adaptive IPDG methods for H(curl)-elliptic problems |

Ari Stern | University of California, San Diego | Geometric Variational Crimes |

Jiguang Sun | Delaware State University | A simple FEM for transmission eigenvalues |

Tong Sun | Bowling Green State University | Numerical smoothness and error analysis for RKDG on nonlinear conservation laws |

Danail Vassilev | University of Pittsburgh | Discontinuos Galerkin and mimetic finite difference methods for Stokes-Darcy flows |

Wei Wang | Florida International University | A DG method for a class of second order elliptic equations with rough coefficients |

Yanqui Wang | Oklahoma State University | Mixed finite elemnt method for thin film epitaxy |

Liwei Xu | Rensselaer Polytechnic Institute | Error analysis for the DtN-FEM for the scattering problem in acoustics |

Guangri Xue | University of Texas at Austin | Multipoint flux mixed finite element on general hexahedra |

Jue Yan | Iowa State University | LDG method for Hamilton-Jacobi equations |

Shangyou Zhang | University of Delaware | The lowest order differentiable finite element on rectangular grids |

Zhimin Zhang | Wayne State University | Finite element gradient recovery techniques |

Gerard Awanou | Northern Illinois University | Spline element method for Monge-Ampere equations |

Andrew Barker | Louisiana State University | Additive Schwarz preconditioners for a weakly over-penalized symmetric interior penalty method |

Alan Demlow | University of Kentucky | Convergence and optimality fo an adaptive FEM for contolling L_2 errors |

Blanca Ayuso de Dios | Centre de Recerca Matematica | Preconditioning DG methods via FE space decomposition |

Dmitriy Leykekhman | University of Connecticut | Weak versus strong treatment of boundary conditions in optimal control problems |

Hengguang Li | Syracuse University | Some observations on the conditioning of a class of GFEMs |

Runchang Lin | Texas A&M International University | Coupled reaction-diffusion equations |

Luis Melara | Shippensburg University | A finite element implementation of TV-minimization problems for image denoising |

Michael Neilan | University of Tennessee | C^0 penalty methods for the Monge-Ampere equation |

Victor Nistor | Penn State University | An approach to transmission problems using GFEM |

Jeff Ovall | University of Kentucky | A framework for error estimation and acceleration of convergence for elliptic eigenvalue problems |

Marcus Sarkis | WPI | DG solvers for elliptic problems with discontinuous coefficients and geometrical nonconforming partitions |

Al Schatz | Cornell University | Almost bounded L-infinity estimates on nonconvex polygonal domains |

Jiguang Sun | Delaware State University | Iterative methods for transmission eigenvalues |

Tong Sun | Bowling Green State University | Numerical smoothness and error analysis for RK-DG on u_t + f(u)_x =0 |

Shawn Walker | New York University (Courant) | Hybrid mesh generation for large deformations and topological changes |

Yinhua Xia | Brown University | Local discontinuous Galerkin method for Cahn-Hilliard equation |

Yulong Xing | University of Tennessee/ORNL | Positivity preserving high order well-balanced discontinuous Galerkin methods for the shallow water equations |

Xiangxiong Zhang | Brown University | High order maximum principle satisfying DG method for conservation laws |

Zhimin Zhang | Wayne State University | Spectral and spectral collocation methods for Hamiltonian dynamical systems |

Xinghui Zhong | Brown University | Numerical resolution of discontinuous Galerkin method for time-dependent wave equations |

Alexander Alekseenko | California State Univ. Northridge | Application of DG methods to the solution of model kinetic equations | |

Cosmin Anitescu | Syracuse University | Approximation properties of the generalized finite element method | |

Constantin Bacuta | University of Delaware | A residual reduction algorithm for SPP | |

Qiang Chen | University of Delaware | Time domain electromagnetic scatting problem | |

Yanlai Chen | Brown University | Reduced order modeling for electomagnetic wasve propogation | |

Alan Demlow | University of Kentucky | Stability of the Ritz projection in L_2: a "medius" error analysis | |

Bo Dong | Drexel University | Optimal convergence of the original DG method on special meshes for variable transport velocity | |

Hengguang Li | Syracuse University | The effect of numerical integration on the finite element approximation of linear functionals | |

Peijun Li | Purdue University | Recent studies on direct and inverse problems for acoustic wave propogation | |

Teemu Luostari | University of Kuopio, Finland | Coupling of the plane wave basis and Bessel basis functions in the ultra-weak variational formulation | |

Michael Neilan | Convergence rates of the vanishing moment method for Monge_Ampere equations | ||

Jeff Ovall | University of Kentucky | A robust and flexiable a posteriori error estimate in R^3 | |

Leo Rebholz | Clemson University | A velocitiy-vorticity-helicity formulation for the Navier-Stokes equations | |

Francisco J Sayas | University of Minnesota | Getting Darcy flows ready for coupling | |

Markus Schmuck | MIT Boston | Homogenization of the Neuist-Planck-Poisson system | |

Jiguang Sun | Delaware State University | A new family of high regularity finite elements | |

Tong Sun | Bowling Green State University | A smoothmess/shock indicator for RKDG methods | |

Haiying Wang | Michigan Technological University | A posteriori error analysis for a cut cell finite volume method | |

Shun Zhang | Purdue University | An a priori error estimation of DG method for elliptic equations with low regularity |

Susanne Brenner | Louisiana State Univ. | An intrinsically paralllel finite element method |

Fatih Celiker | Wayne State University | Analysis of SD methods on arbitrary grids |

Yanlai Chen | Brown University | Reduced basis element method for electromagnetics |

Alan Demlow | University of Kentucky | Pointwise a posteriori error estimates for parabolic problems |

Xiaobing Feng | Univ. of Tennessee | Absolutely stable IP-DG methods for the Helmholtz equation with high frequencies |

Matthias Gobbert | UMBC | Efficient simulations for a reaction-diffusion system with a fast reaction in the asymptotic limit |

Jay Gopalakrishnan | University of Florida | An HDG method for velocity-vorticity formulations |

Johnny Guzman | Brown University | A new elasticity element with weak symmetry |

Anil Hirani | Univ. of Illinois at Urbana-Champaign | Stiffness and mass matrices for Whitney forms |

Jason Howell | Carnegie Mellon Univ. | Dual mixed finite element methods for the steady Stokes problem using Arnold-Winther elements |

Xuehai Huang | Penn State Univ. | A P_1-P_3-NZT FEM for solving general elastic multi-structure problems |

JaEun Ku | Oklahoma State Univ | Error estimates for a least squares method |

Young-Ju Lee | Rutgers University | Novel numerical techniques for complex fluids |

Helen Li | Univ. of Maryland | Optimal approximation spaces for problems with rough coefficients |

Hengguang Li | Syracuse Univ. | Finite element methods for the axisymmetric Laplace operator in polygonal domains |

Jichun Li | UCLA | Numerical analysis of Maxwell's equations in metamaterials |

Michael Neilan | University of Tennessee | Finite element methods for a bi-wave equation modeling alpha-wave superconductors |

Hae-Soo Oh | Univ. of North Carolina at Charlotte | The generalized product partition of unity for meshless methods |

Minah Oh | Univ. of Florida | Multigrid in a weighted sapce arising from axisymmetric electrodynamics |

Francisco Sayas | University of Minnesota | BEM-FEM: a new theorem for an old method |

Benjamin Stamm | Brown University | Bubble stabilized discontinuous Galerkin method |

Jiquang Sun | Delaware State Univ | The partition of unity refinement addressing local behavior |

Li-yeng Sung | Louisiana State University | Multigrid for symmetric DG methods on graded meshes |

Elisabeth Ullmann | Univ. of Maryland | Stochastic Galerkin matirices |

Shawn Walker | New York University (Courant) | Mixed FEM for Hele-Shaw with surface tension |

Chensong Zhang | Penn State University | Multilevel methods for complex fluids |

Shangyou Zhang | University of Delaware | A divergence free finite element for Navier-Stokes equations |

Shou Zhang | Penn State Univ. | Nonconforming FEM for the Cahn-Hilliard equation |

Zhimin Zhang | Wayne State Univ. | Supergeometric convergence of the spectral-collocation method in 1-d |

Alexander Alekseenko | California State University Northridge | Numerical properties of a RK DG scheme for the wave equation in - curl curl + grad div form |

Constantin Bacuta | University of Delaware | Discretization without the discrete LBB condition |

Aycil Cesmelioglu | Rice University | Analysis of time dependent Navier-Stokes flow and Darcy flow |

Long Chen | University of California at Irvine | iFEM |

Yanlai Chen | Brown University | Reduced basis method for Maxwell's equations |

Alan Demlow | University of Kentucky | Convergence of an adaptive FEM for controlling local energy errors |

Bo Dong | Brown University | A local DG method for time-dependent PDEs with higher order derivatives |

Benjamin Ganis | University of Pittsburgh | Implementation of a morter method mixed FEM using a multiscale flow basis |

Matthias Gobbert | UMBC | Equivalent smooth model for a reaction-diffusion system with a fast reaction |

Jay Gopalakrishnan | University of Florida | Behavoir of multigrid applied to some complex coefficient PDEs |

Johnny Guzman | Brown University | An HDG method for the biharmonic problem |

Won-Tak Hong | Univ. of North Carolina at Charlotte | Meshless method with enriched basis functions for singularity problems |

Dmitriy Leykekhman | University of Connecticut | Local error estimates for optimal control problems |

Fengyan Li | Rensselaer Polytechnic Institute | A central DG method for Hamilton-Jacobi equations |

Runchang Lin | Texas A&M International University | Convergence analysis for least-squares approximations of second order boundary value problems |

Michael Neilan | University of Tennessee | A modified characteristic FEM for a fully nonlinear formulation of the semigeostrophic flow equations |

Hae-Soo Oh | Univ. of North Carolina at Charlotte | Almost everywhere partition of unity to deal with essential boundary conditions in meshless methods |

Tong Sun | Bowling Green State University | Numerical smoothing property of familiar schemes |

Shuguang Tan | University of Florida | Multigrid for hybridized mixed method |

Shawn Walker | New York University (Courant) | Shape optimization for peristaltic pumping |

Haiying Wang | Colorado State University | A posteriori error analysis of finite volume methods for variable coefficient elliptic problems |

Shangyou Zhang | University of Delaware | Q_{k+1,k} x Q_{k,k+1} divergence free elements |

Shun Zhang | Purdue University | Recovery based a posteriori error estimator for interface problems: mixed and nonconforming methods |

Min Zhou | Rensselaer Polytechnic Institute | Petascale adaptive computational fluid dynamics |

Alexandre Caboussat | University of Houston | Augmented Lagranian approach for a non-smooth eigenvalue problem |

Zhiqiang Cai | Purdue University | Recovery based a poseriori error estimator for interface problems |

Victor Calo | ICES, UT Austin | Isogeometric analysis of the Cahn-Hilliard phase field model |

Varis Carey | Colorado State University | A posteriori error estimates for nonlinear elliptic systems |

Carsten Carstensen | Humboldt Universitaet zu Berlin | A posteriori error analysis for nonstandard finite element methods |

Jakub Cerveny | University of Texas at El Paso | Adaptive multi-mesh hp-FEM for coupled problems |

Prince Chidyagwai | University of Pittsburgh | Weak solutions and multi-numeric solutions of the coupled Navier-Stokes and Darcy equations |

Lenka Dubcova | University of Texas at El Paso | Adaptive hp_FEM for Maxwell's equations |

Todd Dupont | University of Chicago | Symmetric and almost symmetric estimates for Galerkin approximation of the Navier-Stokes equations |

Yalchin Efendiev | Texas A&M University | Multiscale methods using limited global information |

John Evans | University of Texas at Austin | Numerical computation of approximation properties of p- and k- methods |

Alexandra Gaevskaya | University of Augsburg | Functional type error majorants for optimal control problems |

Jay Gopalakrishnan | University of Florida | Polynomial extensions in H(curl) |

Pierre Gremaud | North Carolina State University | Numerical investigations of compressible flows |

Jason Howell | Carnegie Mellon University | Approximation of the stress tensor of a nonlinear generalized Stokes problem |

Ming-Chen Hsu | University of Texas at Austin | Improving stability of multiscale formulations of fluid flow at small time steps |

Seungil Kim | Texas A&M University | The computation of resonances in open systems using a PML method |

Young-Ju Lee | Rutgers University | Fast and robust multigrid methods for Stokes-like equations |

Hengguang Li | Penn State University | The finite element method for a Schrodinger type equation |

Jichun Li | University of Nevada Las Vegas | Mathematical and numerical study of Maxwell's equations in complex media |

Runchang Lin | Texas A&M Int'l University | Discontinuous discretization for least-squares fomulation of singularly perturbed reaction-diffusion problems with non-smooth data |

Scott Lipton | University of Texas at Austin | T-splines and isogeometric analysis |

Jiangguo "James" Liu | Colorado State University | A second order FVM on quadrilateral meshes for elliptic and parabolic problems |

Anders Logg | Simula Research Laboratory | Just-in-time compilation of finite element variational forms |

Michael Neilan | University of Tennessee | Finite element approximations of the inverse mean curvature flow arising in general relativity |

Victor Nistor | Penn State University | Low regularity Dirichlet boundary data and the GFEM |

Joe Pasciak | Texas A&M University | PML reformulation of the elastic wave scattering problem |

M. Sebastian Pauletti | University of Maryland | Geometric consistent refinement of polyhedral surfaces |

James Rath | ICES, UT-Austin | Non-convergence of a popular multiscale finite element method |

Ridgway Scott | University of Chicago | Rheological flows |

Ana Maria Soane | UMBC | Variational problems in weighted Sobolev spaces on non-smooth domains |

Shawn Walker | Courant Institute | Modeling, analysis, and simulation of electro-wetting on dielectic (EWOD) |

Haiying Wang | Colorado State University | A posteriori error analysis of cell-centered finite volume method for convection-diffusion-reaction problems |

Dexuan Xie | University of Wisconsin-Milwaukee | Minimization protocol for solving nonlinear Poisson-Boltzmann mortar finite elemement equations |

Xiu Ye | University of Arkansas | Divergence free H(div) finite elememnt method for the Navier-Stokes equations |

Zhimin Zhang | Wayne State University | Enhancing eigenvalue approximation by gradient recovery techniques |

Alex Alekseenko | California State Northridge | Discontinuous Galerkin method for the second order vector wave equation |

Constantin Bacuta | University of Delaware | Schur complements |

Susanne Brenner | Louisiana State University | Interior penalty methods with weak over-penalization |

Varis Carey | Colorado State University | Averaging operators are good error indicators for problems with pollution |

Prince Chidyagwai | University of Pittsburgh | A weak solution and a muli-numerics scheme for the coupled Navier-Stokes and Darcy equation |

Durkbin Cho | Penn State University | Uniform preconditioning for GFEM discretizations |

Alan Demlow | University of Kentucky | Higher order finite elements on surfaces |

Yekaterina Epshteyn | Carnegie Mellon University | DG methods for the chemotaxis and haptotaxis models |

Johnny Guzman | University of Minnesota | Optimal order error estimates for the original DG method |

Jae-Woo Jeong | Univ. of North Carolina at Charlotte | Implementation of RPP shape functions in meshless particle methods |

Young Ju Lee | Rutgers University | Convergence theories of subspace correction methods for singular systems of equations |

Dmitriy Leykekhman | University of Connecticut | Holder Green;s function estimates and optimal error estimates in W_p |

Hengguang Li | Penn State University | Neumann and tranmission problems: a priori estimates and the fem |

Jing Li | Kent State University | On a balancing domain decomposition method for solving Helmholtz equations |

Andrey Mirzoyan | California State Northridge | Runge-Kutta DG method for solving Boltzmann-BGK system |

Peter Monk | University of Delaware | An error estimate for the UWVF |

Michael Neilan | University of Tennessee | Finite element approximation of the fully nonlinear Monge-Ampere equation |

Victor Nistor | Penn State Univ | FEM for a modified Schrodinger operator |

Hae-Soo Oh | University of North Carolina at Charlotte | Uniform RPPM, Patchwise RPPM, and adaptive RPPM |

Beatrice Riviere | University of Pittsburgh | A numerical method for solving the nonlinear and non-Fickian diffusion problem in polymers |

Jiguang Sun | Delaware State Univ. | DG for complex Helmholtz eigen-oscillation |

Tong Sun | Bowling Green State University | Consistency + numerical smoothing implies error estimates: an alternative of the Lax-Richtmyer theorem |

Li-yeng Sung | Louisiana State University | Nonconforming finite elements for H(curl) \cap H(div) |

Danail Vassilev | University of Pittsburgh | Multiphysics coupling of Stokes-Darcy flows with solute transport |

Jumping Wang | DMS/NSF | Interface conditions for coupled surfaces and subsurface fluids |

Yanqiu Wang | Oklahoma State University | Pseudostress-velocity formulation for the Navier-Stokes equations |

Jinchao Xu | Penn State Univ. | A universal construction of conconforming elements for H^m in R^n for any 0 <= m <=n |

Guangri Xue | Penn State Univ. | Robust finite element methods for Darcy-Stokes interface problems |

Shangyou Zhang | University of Delaware | C^1 finite elements on triangles, tetrahedra, rectangles, and boxes |

Sheng Zhang | Wayne State University | Sharp convergence rates in domain imbedding methods |

Zhimin Zhang | Wayne State University | Wilson's element approximates eigenvalues from below |

Yunrong Zhu | Penn State Univ. | Robust multilevel methods for problems with strongly discontinuous coefficients |

Mohammad Asadzadeh | Cornell University/ Chalmers University | Characteristic FEM for Fermi equations |

Constantin Bacuta | University of Delaware | Schur complements on Hilbert spaces and saddle point problems |

Andrea Bonito | University of Maryland | Convergence of an adaptive discontinuous FEM |

Mingchao Cai | The HongKong Univ. of Sci. and Tec. & PSU | Preconditioning technique for Stokes/Darcy coupling problem |

Zhiqiang Cai | Purdue University | A flux recovery-based a posteriori error estimator |

Andrew Cameron | Cornell University | Negative norm estimates and asymptotic error expansions for the finite element method |

Varis Carey | Colorado State University | Compensated domain decomposition methods for time dependent problems |

Long Chen | University of Maryland | Multigrid analysis of discrete differential forms |

Alan Demlow | University of Kentucky | Pointwise estimates for parabolic problems |

Howard Elman | University of Maryland | Multigrid solution of the stochastic diffusion equation |

Matthias Gobbert | University of Maryland, Baltimore County | Efficient cluster computing for a model of calcium flow in heart cells |

Jay Gopalakrishnan | University of Florida | Can the CG method yield conservative fluxes? |

Johnny Guzman | University of Minnesota | A superconvergent LDG hybridizable method |

Bongsoo Jang | Kent State University, Ashtabula | Two-point boundary value problems by BADM |

Dmitriy Leykekhman | Rice University | Discontinuous Galerkin method for advection-diffusion optimal control problems |

Fengyan Li | Rensselaer Polytechnic Institute | Nonconforming finite element Maxwell eigensolvers |

Helen Li | University of Maryland | N-width and L-spline in approximation theory |

Hengguang Li | Penn State University | Graded meshes for elliptic boundary value problms on pathological domains |

Jichun Li | U of Nevada Las Vegas | Finite element study of the PML model for time-dependent Maxwell's equations |

Runchang Lin | Texas A&M International University | A discontinous least-squares FEM for reaction-diffusion problems |

Jian-Guo Liu | University of Maryland | Vorticity generated pressure for Navier-Stokes equations |

Andrei Maxim | Cornell University | Pointwise estimates for the plate bending problem |

Ricardo Nochetto | University of Maryland | Optimal cardinality of a standard adaptive finite element method |

Hae-Soo Oh | University of North Carolina at Charlotte | Reproducing singularity particle shape function for problems containing singularities |

Miguel Pauletti | University of Maryland | FEM for a membrane with bending energy |

Malgorzata Peszynska | Department of Mathematics, Oregon State University | Adaptive mortar mixed methods for flow in porous media |

Catherine Powell | University of Manchester, UK | Preconditioning Darcy flow saddle point systems: Hdiv vs H1 |

Beatrice Riviere | University of Pittsburgh | A weak solution and a numerical solution of the coupled Navier-Stokes/ Darcy problem |

Ana Maria Soane | University of Maryland Baltimore County | Navier-Stokes eqaution: a solution in weighted Sobolev spaces |

Necibe Tuncer | Auburn University | A novel finite element discretization for domains with spherical geometry |

Tobias von Petersdorff | University of Maryland | A-posteriori error estimates for parabolic variational inequalities with integral operator |

Shawn Walker | University of Maryland | A hybrid variational-level set method for handling topological changes |

Chensong Zhang | University of Maryland | Multilevel SSC for variational inequalities on adaptive grids |

Shangyou Zhang | University of Delaware | Divergence free finite elements with singular and nearly singular vertices |

Ludmil Zikatanov | Penn State University | Lower bounds for 2-level methods |

*What Do You Mean I Only Have
Two More Minutes?
*

Constantin Bacuta | University of Delaware | Notes on the partition of unity method |

J. Manuel Casco'n Barbero | University of Salamanca, Spain | Convergence and optimality of a FEM for general second order linear elliptic PDE |

Jaime H. Barrera | Cornell University | A spectral method for the porous media equation |

Andrea Bonito | University of Maryland | Numerical simulation of viscoelastic flows |

Graham Carey | ICES, UT Austin | Progress on adaptive parallel FE software Libmesh for nonlinear applications |

Varis Carey | Colorado State University | A posteriori analysis and adaptive error control for operator decomposition methods |

Long Chen | University of Maryland | Finite element methods for the non-linear Poisson-Boltzmann equation |

Alan Demlow | University of Kentucky | Elliptic reconstruction for a posteriori estimation of pointwise errors |

Gunay Dogan | University of Pennsylvania | Solving the Mumford-Shah problem |

Yekaterina Epshteyn | University of Pittsburgh | hp discontinuous Galerkin FEM for two-phase incompressible flow in porous media |

Richard Falk | Rutgers University | A Fortin operator for Taylor-Hood elements |

Matthias K. Gobbert | University of Maryland Baltimore County | A non-negativity preserving Newton method for high-order implicit time-stepping |

Johnny Guzman | University of Minnesota | RKDG method for the transport equation |

Bongsoo Jang | Kent State University, Ashtabula | Numerical solutions for elliptic pdes with Dirichlet bc by the modified ADM |

Jae Woo Jeong | UNC Charlotte | Construction of 2D flat-top PU functions for meshless methods |

Daniel Koester | University of Augsburg, Germany | Numerical simulation of acoustic streaming on SAW driven biochips |

JaEun Ku | Purdue University | Weak coupling of solutions of least-squares FEM |

Alexandr Labovschii | University of Pittsburgh | Defect correction method for the time-dependent Navier-Stokes equations |

Bill Layton | University of Pittsburgh | How to solve the Navier-Stokes equations when Crank-Nicholson-Galerkin FEM fails |

Hengguang Li | Penn State University | The finite element method for a class of degenerate pdes |

Jing Li | Kent State University | On subdomain inexact solvers for BDDC algorithms |

Peter Monk | University of Delaware | The inf-sup condition for acoustic scattering |

Gerard Richter | Rutgers University | On the order of convergence of the discontinuous Galerkin method for hyperbolic equations |

Suzanne Shontz | Penn State University | A robust solution procedure for hyberbolic solids with large boundary deformation |

Iuliana Stanculescu | University of Pittsburgh | FEM test of optimized approximate deconvolution models of turbulence PDE |

Pengtao Sun | Penn State University | Adaptive finite element method on thin film flow |

Danail Vassilev | University of Pittsburgh | Coupling Stokes-Darcy flow with contaminated transport |

Lars Wahlbin | Cornell University | On max-principles in parabolic FE equations |

Xiaoping Xie | Penn State University | New low order nonconforming finite elements for elasticity |

Jinchao Xu | Penn State University | Some recent results in finite element methods |

Guangri Xue | Penn State University | Computational fuel cell dynamics |

Ivan Yotov | University of Pittsburgh | Multiscale mortar mixed finite element methods |

Chensong Zhang | University of Maryland | AFEM@matlab |

Jian Zhang | Penn State University | Mixed FEM for phase field bending elasticity model of cell membranes |

Shangyou Zhang | University of Delaware | Invertible Jacobian for trilinear mappings |

Zhimin Zhang | Wayne State University | Can we have superconvergent recovery under adaptive meshes? |

Gerard Awanou | Northern Illinois University | Rectangular mixed finite elements for elasticity |

Constantin Bacuta | University of Delaware | Notes on 3-d affine refinement |

J. Manuel Casco'n | University of Salamanca, Spain | Convergence of an adaptive FEM in H(div) |

Alexandra L Chaillou | College of Notre Dame of Maryland | A posteriori estimation of the modeling and finite element approximations for strongly monotone nonlinear operators |

Yekaterina Epshteyn | University of Pittsburgh | Stable interior penalty methods for elliptic problems |

Richard Falk | Rutgers University | The canonical structure of finite elements |

Bongsoo Jang | Kent State University at Ashtabula | Exact solutions to parabolic equations by the homogeneous decomposition method |

Jae Woo Jeong | University of North Carolina at Charlotte | The piecewise polynomial RKP shape functions |

Jichun Li | University of Nevada Las Vegas | Time-domain finite element analysis for Maxwell's equations in dispersive media |

Biyue (Betty) Liu | Monmouth University | Computer simulation of blood flow in atherosclerotic curved artery |

Jie Liu | University of Maryland, College Park | Steady-state Stokes solvers |

Carolina Cardoso Manica | University of Pittsburgh | A stable discretization of high accuracy turbulence models on a bounded domain |

Peter Monk | University of Delaware | The PML for rough surface scattering |

Victor Nistor | Pennsylvania State University | On some meshes in three dimensions |

Hae-Soo Oh | University of North Carolina at Charlotte | The piecewise polynomial RKP shape functions associated with patch-wise non-uniformly spaced particles |

Leo Rebholz | University of Pittsburgh | An energy and helicity conserving finite element scheme for the Navier-Stokes equations |

Beatrice M. Riviere | University of Pittsburgh | Finite element methods for an inverse problem |

Christoph Schwab | ETH Zurich | Sparse tensor product FEM for elliptic problems with multiple scales |

Aaron Solo | Cornell University | Estimates for low regularity boundary data |

Tobias von Petersdorff | University of Maryland, College Park | A posteriori estimates for option pricing under Levy processes |

Lars B. Wahlbin | Cornell University | Parabolic FE equations on nonconvex polygonal domains |

Shawn Walker | University of Maryland | Simulating electro-wetting with contact line pinning |

Christos Xenophontos | Loyola College | A singular function boundary integral method for elliptic problems with boundary singularities |

Chensong Zhang | University of Maryland, College Park | Adaptive mesh refinement for variational inequalities of parabolic type |

Ricardo Nochetto | University of Maryland | Time reconstructions and a posteriori error estimation | |

Christos Xenophontos | Loyola College | An hp finite element method for singularly perturbed systems of reaction diffusion equations | |

Beatrice Riviere | University of Pittsburgh | On the choice of numerical fluxes for discontinuous Galerkin methods for coupled hyperbolic-parabolic flows | |

Jiguang Sun | Delaware State University | PUFEM Implementation for Poisson | |

Jinchao Xu | Penn State University | Convergence theory for iterative method for singular and nearly singular systems | |

Xuejun Xu | The mortar element methods with preconditioning | ||

Constantin Bacuta | University of Delaware | Regularity estimates for the biharmonic problem | |

Jae Ryong Kweon | Pohang University (South Korea) | The evolution compressible Navier-Stokes equations on a polygon | |

Jian-Guo Liu | University of Maryland | Finite element Navier-Stokes solvers without inf-sup conditions | |

Dmitriy Leykekhman | Rice University | Uniform error estimates in fem for reaction-diffusion problems | |

Victor Nistor | Penn State University | A treatment of Dirichlet boundary conditions in the generalized finite element method | |

Jie Liu | University of Maryland | Error estimates for Navier-Stokes solvers without inf-sup conditions | |

Zhmin Zhang | Wayne State University | Enhanicng eigenvalue approximation by recovery techniques | |

Chensong Zhang | University of Maryland | A posteriori error estimation for parabolic variational inequalities with applications in finance | |

Matthias Gobbert | UMBC | Towards a non-negativity preserving methods for systems of reaction-diffusion equations | |

Graham Carey | University of Texas | Mesh quality metric and mesh improvements | |

Hae-Soo Oh | Univ of NC at Charlotte | Closed form reproducing kernel particle shape functions (basic constructions) | |

John Osborn | University of Maryland | Quadrature for meshless methods | |

Gunay Dogan | University of Maryland | Shape optimization for image segmentation | |

Kenig Wang | University of South Carolina | Two-level additive Schwarz preconditioners for C^0 interior penalty methods | |

Bongsoo Jang | Kent State University | Effective coefficients in periodic composite materials | |

Ludmil Zikatanov | Penn State University | AMG-optimal interpolation and compatible relaxation | |

Fengyan Li | University of South Carolina | A fast sweeping method based on discontinuous Galerkin methods for eikonal equations | |

Shagi-Di Shih | University of Wyoming | Equivalence of n-point Gauss-Chebyshev rule and 4n-point midpoint rule in computing the period of a Lotka-Volterra system |

Fengyan Li | University of South Carolina | A nonconforming finite element method for reduced time-harmonic equations |

Constantin Bacuta | University of Delaware | Inexact Uzawa algorithms: a multilevel approach |

Yekaterina Epshteyn | University of Pittsburgh | Fully implicit scheme for two-phase flow |

Durkbin Cho | Penn State University | On multigrid methods for generalized finite element methods on unstructured mesh |

Farnak Pahlevani | Montana State University | Senstivity computations of subgrid eddy viscosity models |

Jian-Guo Liu | University of Maryland | Finite element Navier-Stokes solver without inf-sup conditions |

Peter Monk | University of Delaware | Rough surface scattering |

Hae-Soo Oh | University of North Carolina at Charlotte | Accuracy of homogenized solution in the presence of singularities |

Jignang Sun | University of Delaware | An adaptive AMG for the micromagnetic model |

Jie Lin | University of Maryland | Novel C^0 finite element methods for Navier-Stokes equations |

Beatrice Riviere | University of Pittsburgh | Discontinuous finite elements for dynamic viscoelasticity |

Zhimin Zhang | Wayne State University | Something about mesh |

Shangyou Zhang | University of Delaware | Invertible jacobian for hexahedral elements |

Khamron Mekchay | University of Maryland | A fem for Laplace-Beltrami operator: a posteriori estimate and convergence |

Jay Gopalakrishnan | University of Florida | Incompressible finite elements |

Rick Falk | Rutgers University | Mixed finite element methods for linear elasticity with weakly imposed symmetry |

Al Schatz | Cornell University | Some a priori and a posteriori estimates |

Nicolae Tarfulea | Purdue University Calumet | Boundary conditions for a constrained hyperbolic system |

Songtao Liu | Syracuse University | C^1 Wavelets on triangulations for solving PDEs numerically |

Fengyan Li | University of South Carolina | Locally divergence-free discontinuous Galerkin methods for Maxwell equations |

Johnny Guzman | Cornell University | Quadrature in Schatz's pointwise estimates |

Constantin Bacuto | University of Delaware | Convergence rates for Uzawa type algorithms |

Shangyou Zhang | University of Delaware | Non-nested V-cycle convergence |

Long Chen | Penn State University | Stability and accuracy of adapted finite element methods for convection-dominated problems |

Jinchao Xu | Penn State University | Consistency, stability, convergence, and superconvergence |

Jae-Hong Pyo | Purdue University | The Gauge-Uzawa Finite Element Method for the incompressible density Navier-Stokes equations |

Ludmil Zikatanov | Penn State University | A note on exponential fitting scheme for convection-diffusion equations |

Ivo Babuska | University of Texas | The p-version for stochastic PDEs |

Jay Gopalakrishnan | University of Florida | Solving axisymmetric Laplace and Maxwell equations |

Armando Duarte | University of Illinois | C^k generalized finite element approximation |

Soeren Bartels | University of Maryland, College Park | Numerical Analysis of Time-Dependent Ginzburg-Landau Equations -- Can Vortices be Approximated Robustly? |

Suzanne Brenner | University of South Carolina | Multigrid Algorithms for C^0 Interior Penalty Methods |

Varis Carey | Cornell University | Some Extensions and Applications of Recovered Gradients |

Long Chen | Penn State University | Sphere Covering and Optimal Triangulation |

Durkbin Cho | Penn State University | On Some Results in the Convergence Analysis of Multigrid Method |

Konstantinos Chrysafinos | Carnegie Mellon University | Moving Mesh Discontinuous Galerkin Methods |

Alan Demlow | University of Freiburg | Localized a Posteriori Estimates for Pointwise Gradient Errors in Quasilinear Elliptic Problems |

Adrian Dunca | University of Pittsburgh | The Numerical Analysis of a Class of Eddy Viscosity LES Models |

Matthias Gobbert | University of Maryland, Baltimore County | Numerical Studies of a Reaction-Diffusion System with Fast Reaction |

Traian Iliescu | Virginia Tech | Approximate Deconvolution Boundary Conditions for Large Eddy Simulation |

Volker John | University of Magdeburg | On a New Type of Variational Multiscale Method for the Incompressible Navier-Stokes Equations |

Ohannes Karakashian | University of Tennessee | Domain Decomposition methods for the Biharmonic Problem |

Songul Kaya | University of Pittsburgh | Discontinuous Approximation of Subgrid Eddy Viscosity Models |

Bruce Kellogg | University of South Carolina | Some Derivative Bounds for the Solution of a Singularly Perturbed Problem Near a Corner |

Robert Kirby | University of Chicago | FIAT: Computing Finite Element Basis Functions Automatically |

JaEun Ku | Cornell University | A First Order Least-Squares FEM |

Carolina Manica | University of Pittsburgh | Convergence of Time Averaged Statistics of Finite Element Approximations of the Navier-Stokes Equations |

Khamron Mekchay | University of Maryland, College Park | Convergence of AFEM for a General Second Order Elliptic PDE |

Kyoung-Sook Moon | University of Maryland, College Park | Adaptive Monte Carlo Aalgorithm for Stochastic Differential Equations |

Victor Nistor | Penn State University | Interior Estimates for the GFEM |

Faranak Pahlevani | University of Pittsburgh | Sensitivity Analysis of Flows Using Finite Element Method |

Gergina Pencheva | University of Pittsburgh | Interior Velocity Error Estimates for Mixed Finite Element Methods on Nonmatching Multblock Grids |

Jennifer Proft | University of Texas | Coupled Hyperbolic-Parabolic Problems |

Jae-Hong Pyo | Purdue University | Normal Mode Analysis for a Class of 2nd-Order Projection Type Methods for Unsteady Navier-Stokes Equations |

Rolf Ryham | Penn State University | On the Convergence of Matching Based Multilevel Method |

Edward Swim | Texas Tech University | A Nonconforming Finite Element Method for Fluid-Structure Interaction Problems |

Kumar Vemaganti | University of Cincinnati | Goal-Oriented Error Estimates for Hierarchical Models of Thin Elastic Structures |

Lilian Wang | Purdue University | Spectral Approximation of the Helmholtz Equation |

Samuel Webster | University of Maryland, Baltimore County | Stability and Convergence of a Spectral Galerkin Method for the Linear Boltzmann Equation |

Shen Wu | Ford Motor Company | Bathe-Dvorkin element for Transient Dynamics |

Christos Xenophontos | Loyola College | The Use of Curved Elements in the FE Approximation of Plates by p and hp Methods |

Son-Young Yi | Purdue University | Nonconforming Mixed Finite Element Method for Linear Elasticity Using Rectangular Elements |

Ivan Yotov | Univiversity of Pittsburgh | Superconvergence in Control-Volume Mixed Finite Element Methods |

Chensong Zhang | University of Maryland, College Park | A Posteriori Error Estimate for Parabolic Variational Inequalites |

Zhimin Zhang | Wayne State University | Superconvergence of Galerkin Spectral Collocation p-Version Methods in 1-D |

Rick Falk | Rutgers University | Degrees of Freedom for H(div) Finite Elements |

Jay Gopalakrishnan | University of Florida | Quasioptimality of some spectral mixed methods |

Peter Monk | University of Delaware | A Discontinuous Galerkin method for symmetric hyperbolic systems |

Kevin Allen | University of Maryland, Baltimore County | Parallel Matrix-Free Solution for a Finite Element Discretized Elliptic Problem |

Matthias Gobbert | University of Maryland, Baltimore County | Numerical Simulations of the Boltzmann Equations for Microelectronics Manufacturing |

Faranak Pahlevani | University of Pittsburgh | Finite Element error analysis of the turbulent flow sensitivities |

Nicolae Tarfulea | University of Minnesota | Well-Posed Constraint Preserving Boundary Conditions for Einstein's Equations |

Uday Banerjee | Syracuse University | Selection of Shape Functions in Meshless Methods |

Beatrice Riviere | University of Pittsburgh | Coupling DG and Mixed Finite Element methods for Stokes/Darcy Flow |

Graham Carey | University of Texas | Residual strategies for adaptive meshing and adaptive modeling |

Johnny Guzman | Cornell University | Pointwise estimates for three DG methods with lifting operators for elliptic operators |

Sue Brenner | University of South Carolina | Discontinuous versions of some classical inequalities |

Al Schatz | Cornell University | Pointwise estimates for perturbed blinear forms |

Young-Ju Lee | Penn State University | Some new schemes for the rate-type non-Newtonian flow simulations |

Long Chen | Penn State University | Optimal anisotropic meshes |

Constantin Bacuta | Penn State University | Partition of Unity Method for the Stokes Problem |

Ludmil Zikatanov | Penn State University | Stable partitions of unity |

Victor Nistor | Penn State University | Sobolev spaces with weights and an optimal rate of convergence |

Dmitriy Leykekhman | Cornell University | Some observations on fully discrete schemes for inhomogeneous parabolic PDEs |

JaEun Ku | Cornell University | A Least Squares FEM |

Rolf Ryham | Penn State University | Two level convergence and choice of optimal course subspace |

*Our Leader Returns*
*Welcome to the Club
(or, The First Circus at Wayne State)*

Sheng Zhang | Wayne State University | A method that works for both bending and membrane-shear dominated arches |

Shen R. Wu | Ford Motor Company | A priori error estimates for explicit finite elements for elasto-dynamics |

Zhiqiang Cai | Purdue University | Numerical methods for incompressible Newtonian fluid flow |

Runchang Lin | Wayne State University | Natural superconvergent points in triangular elements |

Ivo Babuska | University of Texas | How reliable is the mathematical model; mathematics of verification and validation in computational engineering (Or Can we believe in the numbers we compute for Engineering decisions: the problem of validation of the models used under uncertainties) |

Lars Wahlbin | Cornell University | Finite element methods for a strongly damped wave equation: max norm analysis |

Moon Gyu Park | Purdue University | Development and analysis of higher order finite volume methods for elliptic equations |

Stefan Sauter | University of Zurich | Lattice Equations |

Rick Falk | Rutgers University | Finite element approximation theory using families of reference elements |

Tong Sun | Bowling Green State University | A posteriori stability/error analysis for subdomain semi-implicit shemes for parabolic equations |

Ahmed Naga | Wayne State University | The polynomial preserving gradient recovery method |

Hongsen Chen | University of Wyoming | Pointwise error estimates for finite element solutions of the Stokes equations |

*If William Blake And
Dr. Seuss Had Been At The Penn StateCircus...*

Gergina Pencheva | University of Pittsburgh | Balancing domain-decomposition for mortar mixed finite element methods |

Jung-Han Kimn | Worcester Polytechnic Institute | A convergence theory for discontinuous overlapping Schwarz method |

Constantine Bacuta | Penn State | Subspace interpolation and applications to elliptic BVP |

Jim Bramble | Texas A&M | L2-based approximation schemes for div-curl systems |

Bruce Kellogg | University of South Carolina | Derivative bounds for a simple singularly perturbed convection-diffusion problem |

Noel Heitmann | University of Pittsburgh | Subgridscale eddy viscosity for convection-dominated diffusive transport |

Eric Darrigrand | University of Delaware | Fast multipole methods and microlocal discretization for the integral equations of electromagnetism |

Alexander Alekseenko | University of Minnesota | Hyperbolic formulations in linearized gravity |

Beatrice Riviere | University of Pittsburgh | Superconvergence and H(div) methods projection for discontinuous Galerkin methods |

Shangyou Zhang | University of Delaware | Nested refinement of quadrilateral and hexahedral elements, and affine approximation |

Zhimin Zhang | Wayne State | Gradient recovery of ZZ discrete least-square fitting at rectangular symmetry points |

Peter Monk | University of Delaware | The ultra-weak variational formulation for the elastic wave equation |

Daniel Kessler | University of Maryland | A posteriori error estimates for the Allen-Cahn problem |

Songul Kaya | University of Pittsburgh | Numerical analysis of a subgrid eddy viscosity method for higher Reynolds number flow problems |

Atife Caglar | University of Pittsburgh | A penalty method for boundary conditions of Navier-Stokes equations |

Faranak Pahlevani | University of Pittsburgh | Time-stepping for multiscale finite element discretization |

Matthias Gobbert | University of Maryland Baltimore County | Parallel numerical solution of the linear Boltzmann equation on irregular three-dimensional domains |

Jie Shen | Purdue University | A new dual-Petrov-Galerkin method for higher odd-order equations |

Jun Zhao | Institute of Mathematics and its Applicaitons | Analysis of finite element approximation of time-dependent Maxwell's problem |

Adrian Dunca | University of Pittsburgh | Approximating local averages of fluid velocities: the equilibrium Navier-Stokes equations |

Al Schatz | Cornell University | L-infinity estimates for problems with discontinuous coefficients on nonconvex polygonal domains allowing highly refined grids |

Jinchao Xu | Penn State | Asymptotically exact a posteriori error estimators for unstructured grids |

Alan Demlow | Cornell University | Piecewise linear finite elements are not localized |

Varis Carey | Cornell University | A posteriori error estimation via recovered gradients |

Bo Li | University of Maryland | Lagrange interpolation and finite element superconvergence |

Lars Wahlbin | Cornell University | Max norm resolvent estimates: extreme logarithm-chasing |

Chisup Kim | Duke University | A uniform multilevel precondition for an anistropic mixed finite element problem |

Tobias von Petersdorff | University of Maryland | Boundary elements for Maxwell equations on Lipschitz domains |

Alexander Hanhart | University of Maryland Baltimore County | Numerical simulation of calcium concentration in human heart cells |

Dmitriy Leykekhman | Cornell University | Pointwise localized anaysis for parabolic finite element equations |

Kunibert Siebert | Universität Freiburg | Localized pointwise a posteriori error control for obstacle problems |

Richard Falk | Rutgers University | Quadrilateral H(div) finite elements |

John Osborn | University of Maryland | On principles for selection of shape functions for the generalized finite element method |

Uday Banerjee | Syracuse University | On principles for selection of shape functions for the generalized finite element method, II |

Ricardo Nochetto | University of Maryland | Surface evolution by surface diffusion |

Peter Oswald | Bell Labs | Subdivision schemes |

Ludmil Zikatanov | Penn State University | Subspace correction iterative methods for generalized finite element methods |

Zhimin Zhang | Wayne State University | Meshless gradient recovery |

Howard Elman | University of Maryland | Oscillations and their cure in discrete solutions to the convection-diffusion equation |

Constantine Bacuta | Penn State University | Regularity estimates for Laplace operator via Besov spaces and applications |

Daniel Kessler | University of Maryland | Modeling, numerical analysis, and simulations of a solutal phase-field model |

Jae-Hong Pyo | University of Maryland | Convergence of the Uzawa algorithm for the stationary Stokes equation with relaxation parameter 1 |

Christos Xenophontos | Loyola College | Revisiting the Shishkin mesh |

Matthias Gobbert | University of Maryland, Baltimore County | Parallel numerical solution of the Boltzmann equation for atomic layer deposition |

Peter Monk | University of Delaware | A simple proof of convergence for an edge element for Maxwell's equations |

Douglas Arnold | University of Minnesota | DG methods for elliptic problems |

Bruce Kellogg | University of South Carolina | Corner singularity for a compressible Stokes |

Sheng Zhang | University of Minnesota | Justification of shell theories |

Jason Mareno | Ericsson, Inc. | Productivity enhancements via the mechanical toolbar |

Pierre Gremaud | North Carolina State University | Numerical simulation of powder consolidation |

Jie Shen | University of Central Florida | Viscosity-corrections schemes for incompressible flows |

Zhilin Li | North Carolina State University | New finite element methods for interface problems |

Tong Sun | Bowling Green University | Long time estimate of semilinar parabolic equations |

Joe Jerome | Northwestern University | Ion transport in moving electrolytes |

Alan Demlow | Cornell University | Sharp localized L-infinity estimates for mixed methods |

Matthias Gobbert | University of Maryland Baltimore County | A feature scale transport and reaction model for atomic layer deposition |

Jae-Hong Pyo | University of Maryland | A finite element gauge-Uzawa method for the evolution Navier-Stokes equations |

Joachim Schöberl | Texas A&M | Multigrid methods for anisotropic edge refinement |

Ricardo Nochetto | University of Maryland | Pointwise a posteriori error control for FE discretization of variational inequalities |

Carsten Carstensen | University of Kiel | A posteriori error control-an advertisement for averaging techniques |

Pierre Gremaud | North Carolina State University | Similarity solutions for hopper flows |

Xiaohai Liao | University of Maryland | Local a posteriori error estimates and adaptive control of pollution effects, part II Stokes equations |

Gerard Richter | Rutgers University | Stable finite element box methods for hyperbolic equations |

Olof Widlund | Courant Institute | Recent results on dual-primal FETI methods |

Peter Oswald | Bell Labs | 1-2 problems on constructing projections for linear finite elements |

Pedro Morin | University of Maryland | An adaptive Uzawa FEM for Stokes: Convergence without the inf-sup |

Tong Sun | Bowling Green University | Long-time error estimation for semilinear parabolic equations |

Shangyou Zhang | University of Delaware | Multigrid method for affine-approximate finite elements |

Al Schatz | Cornell University | L-infinity estimates for equations with discontinuous coefficients on polygonal domains with refined grids |

Igor Shimansky | University of Maryland | An asymptotic expansion for the solution of a convection-diffusion problem |

Bruce Kellogg | University of Maryland | Singularly-perturbed convection-diffusion on an incoming sector |

Douglas N Arnold | Penn State University | Mixed finite elements for elasticity in the stress-displacement formulation |

Jae-Hong Pyu | University of Maryland | Gauge method for the Navier-Stokes equations |

Pierre Gremaud | North Carolina State University | Simulation of gravity flow of granular materials |

Omar Lakkis | University of Maryland | A posteriori error estimates for the finite element solution of the mean curvature flow of graphs |

Xiaohai Liao | University of Maryland | Local a posteriori error estimators |

Graham Carey | University of Texas | Conservations properties of superconvergent flux recovery formulas |

Alan Demlow | Cornell University | Suboptimal convergence of mixed methods using BDM elements |

Zhimin Zhang | Wayne State University | Superconvergence points of the serendipity family for harmonic functions |

Lars Wahlbin | Cornell University | Differences of errors in finite element methods |

Gerry Richter | Rutgers University | On the stability of a family of finite element methods for hyperbolic problems |

Traian Iliescu | Argonne National Labs | Large eddy simulation of turbulent flows |

Ricardo Nochetto | University of Maryland | Small data oscillation implies the saturation assumption |

Zhangxin Chen | Southern Methodist University | Mixed discontinuous finite element methods |

Zhiqiang Cai | Purdue University | A finite element method for the Poisson equation with corner singularities |

Marcus Sarkis | Worcester Polytechnic Institute | SRASH: A symmetrized restricted additive Schwarz method |

Oren Livne | Weizman Institute | O(N log N) multilevel calculation of N eigenfunctions |

Christos Xenophontos | Clarkson University | Solution of Laplacian problems over L-shaped domains with a singular boundary integral method |

Leon Vardapetyan | Lucent Technology | Hp-vector finite element method for the full-wave analysis of waveguides at a given frequency |

Douglas N. Arnold | Penn State University | Approximation on quadrilateral meshes |

Yuri Kuznetsov | Texas A & M | Iterative methods for problems with very rough coefficients |

Leon Vardapetyan | University of Texas | Full-wave analysis of dielectric waveguides |

Theofanis Strouboulis | Texas A & M | Guaranteed error bounds; generalized finite element method |

Zhangxin Chen | Southern Methodist University | On the relationship of various discontinuous Galerkin methods for second-order problems |

Dibyendu Datta | Texas A & M | Guaranteed upper and lower bounds for quantities of interest in FEM |

Shangyou Zhang | University of Delaware | Neumann data recovery and two applications |

Andrew Knyazev | University of Colorado at Denver | Modern iterative solvers for large sysmmetric generalized eigenvalue problems |

Baoyan Li | Southern Methodist University | Reservoir thermal recovery simulation on parallel computers |

Kevin Copp | Texas A & M | Generalized finite element method |

Wan Zhong | Dalian University of Technology | Symplectic mechanics and applied mechanics |

Johannes Tausch | Southern Methodist University | Wavelet methods for complicated domains |

Alan Demlow | Cornell University | Global L2 estimates for BDM mixed methods |

Jayadeep Gopalakrishnan | Texas A & M | Overlapping Schwarz preconditioner for undamped Maxwell equations |

Revathi Narasimhan | St. Peters College | Optimal stress points for a mixed finite element formulation for incompressible elasticity |

Sergei Nepomnyaschikh | Russian Academy of Sciences | Variable additive preconditioning procedures |

Konstantin Lipnikov | University of Houston | An efficient iterative solver for a coupled 3D elasticity/diffusion problem |

Lin Zhang | Texas A & M | eta%-superconvergence of finite element solutions and error estimates |

Andrzej Bajer | University of Texas | Contact/impact problems, energy conservation, and planetary gear trains |

Zhimin Zhang | Wayne State University | FInite element superconvergence for the Reissner-Mindlin plate equations |

Tim Walsh | University of Texas | hp boundary element modeling of the human ear canal acoutstics |

Olaf Steinbach | University of Stuttgart | Stability of the L2 projection in Sobolev spaces |

Susanne Brenner | University of South Carolina | An additive convergence theory for the multigrid V-cycle algorithm |

Padmanabhan Seshaiyer | Texas A & M | A subdomain inverse finite element characterization of hyperelastic membranes |

Dmitri Dashevsky | University of Houston | Generation of locally refined, locally adapted meshes |

Reva Narasimhan | Saint Peter's College | Maximum norm estimates for Stokes equations on translation invariant meshes |

Pedro Morin | Universidad del Litoral, Argentina | Data oscillation and convergence of adaptive FEM for elliptic PDE |

Jie Shen | Penn State | Stable and efficient spectral methods in unbounded domains using Laguerre functions |

Lars Wahlbin | Cornell | A negative result on positive approximation |

Peter Oswald | Bell Labs | On multilevel bases for div-free Stokes elements |

Christos Xenophontos | Clarkson University | Optimal finite element meshes for singularly perturbed problems |

Hongrong Qin | Penn State | Multigrid methods for harmonic maps |

Graham Carey | University of Texas | Highly distorted elements |

Matthias Gobbert | UMBC | A homogenization technique for the Boltzmann equation for chemical vapor equation |

Min Chen | Penn State | Four dimensional dynamical systems |

Douglas Arnold | Penn State | Approximation properties by quadrilateral finite elements |

Alan Demlow | Cornell University | Weighted max norm estimates for mixed finite elements |

Sonia Garcia | Naval Academy | Hopefully a new era for numerical analysis |

Tong Sun | Bowling Green University | Mass conservation and long-time estimates |

Abani Patra | SUNY-Buffalo | Error indicators for hypervelocity impact |

Alfred Schatz | Cornell University | Asymptotic error expansions for second order elliptic problems |

*Bringing Back the Good Old Days*

Ivan Yotov | University of Pittsburgh | Domain decompositions for multiphase porous media flow on multiblock domains |

Ludmil Zikatanov | Penn State University | Norms of projections in Hilbert space |

Bruce Kellogg | University of Maryland | INFEM: a method for singularly perturbed convection-diffusion |

Kunibert Siebert | University of Freiburg | Adaptive finite elements for phase transition problems with convection |

Michael Holst | University of California at San Diego | Using local estimates to decouple adaptive finite element methods |

Manil Suri | University of Maryland Baltimore County | Numerical analysis of buckling in thin plates |

Daniele Boffi | University of Pavia | Discrete compactness for edge elements |

Pedro Morin | University of Maryland | Do adaptive algorithms converge? |

Anastasios Liakos | University of Pittsburgh | Imposition of boundary conditions for Stokes equations |

Zhiping Li | Peking University | On the computation of microstructures |

Alexandre Madureira | Penn State | Error analysis for hierarchical plate models using asymptotic analysis |

Lars Wahlbin | Cornell University | On positive finite element approximation |

Monique Dauge | University of Rennes | Maxwell equations and non-conves corners: the eventuality of a numerical catastrophe |

Varis Carey | Cornell University | Locally constrained projections |

Tim Barth | NASA Ames | A posteriori error estimation and adaptive methods for stabilized FEM approximations of hyperbolic problems |

Jinchao Xu | Penn State University | Partition-of-unity finite element and multigrid methods |

Ricardo Nochetto | University of Maryland | Error control for the continuous casting problem |

Feng Wang | University of California at Irvine | Adaptive multigrid method for the Poisson-Boltzmann Equation |

Peter Monk | University of Delaware | Finite element methods for ferromagnetic problems |

Zhimin Zhang | Texas Tech University | Local recovery properties of SPR for rectangular finite elements |

Jian Guo Liu | University of Maryland | Discontinuous Galerkin methods for 2-D incompressible flows |

Ricardo Nochetto | University of Maryland | Positivity preserving finite element interpolation and applications |

Graham Carey | University of Texas | Progress and open questions on least squares finite element methods |

Peter Oswald | Bell Labs | A scheme for deriving discrete harmonic extension operators within the additive Schwarz method |

Lars Wahlbin | Cornell University | Asymptotically exact a posteriori estimates for the pointwise gradient error on each element |

Jian-Guo Liu | University of Maryland | A simple finite element method for incompressible flow |

Matthias Gobbert | UMBC | A survey of finite elements for the computation of crystalline microsctructure |

Sergey Asvadurov | Schlumberger | How to make a three point scheme exponentially convergent: applications to elasticity |

Ludmil Zikatanov | Penn State University | A multigrid method using graph level sets |

Dexuan Xie | Courant Institute | Symmetric PSOR as an efficient parallel preconditioner |

Bruce Kellogg | University of Maryland | Best approximation (n-width) for the 1D Helmholtz equation |

Daniele Boffi | University of Pavia and Penn State University | A penalty method for the Maxwell eigenproblem |

David Sidilkover | NASA | Factorizable schemes for the equations of fluid flow |

Jinchao Xu | Penn State University | Some local/parallel methods for elliptic problems |

Tong Sun | Texas A&M | Object-oriented program for general mixed finite element methods |

Jan Chleboun | University of Texas | On a problem with uncertain input data: quasilinear steady state heat flow |

Al Schatz | Cornell University | Some improved pointwise estimates for differences |

Christos Xenophontos | Clarkson University | Application of the p version of the FEM to applications of elastoplasticity with localization of deformation |

Dan Stefanica | Courant Institute | Numerical Results for the FETI method with mortar finite element methods |

Xuejun Zhang | Texas A&M | Least-squares finite element method for div-curl systems |

Richard Falk | Rutgers University | New locking free finite elements for the Reissner-Mindlin plate |

Hwanho Kim | Penn State University | Some multilevel methods for non-SPD and/or indefinite elliptic systems |

Doug Arnold | Penn State University | Multigrid in H(div) and H(curl) |

Bo Li | UCLA | Finite element modeling of microstructure near an interface between twinned layers and homogeneous states |

Mohammed Aiffa | Penn State University | A new hierarchical basis for triangles and tetrahedra |

Olof Widlund | Courant Institute | Iterative substructuring methods for vector field finite element discretizations |

Marcus Sarkis | Worcester Polytech | Discretizations on overlapping non-matching grids |

Vladimir Druskin | Schlumberger Doll | 3-point scheme exponentially convergent |

Jinn-Liang Liu | National Chiao Tung University | Unified a posteriori error estimation for FEM, FVM, and BEM |

Ivo Babuska | University of Texas at Austin | New results in the p-version of the FEM |

Tong Sun | Texas A&M University | Long-time error estimates |

Rossen Parashkevov | University of Colorado at Denver | New error estimates for the flux in mixed methods |

Biyue Liu | University of Rhode Island | Numerical solutions of compressible Navier-Stokes |

Andrew Knyazev | University of Colorado at Denver | Error estimates when coefficients jump or go to infinity or zero |

Shag-di Shih | University of Wyoming | Internal layers of singularly perturbed problems |

Kyran D. Mish | California State University at Chico & Sandia/Livermore | A finite element solver interface specification for scalable linear algebra packages |

Douglas N. Arnold | Penn State University | Tetrahedral bisection |

Bruce Wade | University of Wisconsin at Milwaukee | The weighted continuous Galerkin method for evolution equations |

Zhimin Zhang | Texas Tech University | Finite element superconvergent recovery for elements of the intermediate family of the second type |

Zhiqiang Cai | Purdue University | First order least squares for linear elasticity |

Jan Mandel | University of Colorado at Denver | Lagrange multiplier based domain decomposition for plate bending |

Thomas F. Russell | University of Colorado at Denver | Accurate discretizations and efficient solvers for groundwater flow |

Susanne Brenner | University of South Carolina | Lower bounds for two level additive Schwarz preconditioners with small overlap |

Joe Pasciak | Texas A&M University | Computational scales of Sobolev norms with application to preconditioners and domain decomposition |

Michael Holst | University of California at Irvine | MC: An adaptive multilevel finite element code for nonlinear forms on 2- and 3- manifolds |

Feng Wang | University of California at Irvine | Multigrid precondition for the Chebyshev-collocation method |

Hae-Sae Oh | University of North Carolina at Charlotte | The p-version of the finite element method for the Stokes problem over domains with corners |

*The Fair Maiden of Ithaca*
*The Circus comes to Cornell*

John Osborn | University of Maryland | Can a finite element perform arbitrarily badly? |

Jinchao Xu | Penn State University | EAFE scheme for convection-diffusion equations and conservation laws |

Don French | University of Cincinnati | pointwise a posteriori error estimates for the obstacle problem |

Lars Wahlbin | Cornell University | Stability, analyticity, and almost best approximation in maximum norm for parabolic finite element equations |

Barbara Wohlmuth | Universität Augsburg | Helmholtz type decomposition as a construction tool |

Houde Han | Tsinghua University | A new finite element method for the Stokes equations and the MAC method |

Zhimin Zhang | Texas Tech University | Finite element superconvergence of a singularly perturbed problem |

Al Schatz | Cornell University | An examination of a local a posteriori error estimator for elliptic problems |

Ricardo Nochetto | University of Maryland | Optimal a posteriori error estimates for variable time-step discretizations of evolution inequalities |

Bill Hager | University of Florida | Euler discretization in optimal control |

Peter Oswald | Lucent Technologies | Multilevel solvers for H^{-1/2} problems: piecewise
constant approximation |

Manil Suri | University of Maryland Baltimore County | hp finite element methods for non-Newtonian flows |

Dan Stefanica | Courant Institute | Mortar finite elements for the FETI method |

Ion Bica | Schlumberger-Doll Research | Iterative substructuring algorithms for p-version of the finite element method |

Edriss Titi | University of California at Irvine | Post-processing Galerkin: A novel approach to intertial manifolds |

*That is a Heck of a Mesh Generator Your Have
There*

Dexuan Xie | Courant Institute | The parallel U-cycle method | |

Ivo Babuska | University of Texas | A posteriori error estimate for singularly perturbed problems | |

Ralf Hiptmair | Universität Augsburg | Multigrid methods for Maxwell's Equations | |

Ching L. Chang | Cleveland State | Piecewise linear approximations to the Stokes problem with velocity boundary conditions | |

Bruce Kellogg | University of Maryland | A forward-backward parabolic problem | |

Howard Elman | University of Maryland | Efficient solution of the three-dimensional Helmholtz equation | |

Al Schatz | Cornell University | Error estimates via Aubin-Nitsche duality with only H1 regularity | |

Lawrence Chilton | University of Maryland Baltimore County | Mixed hp elements for nonlinear elasticity | |

Frank Ihlenburg | Universität Rostock | Numerical analysis of exterior Helmholtz problems with finite and infinite elements | |

Padmanabhan Seshaiyer | University of Maryland Baltimore County | Uniform hp estimates over partitioned domains | |

Jonathan Goodman | Courant Institute | Anisotropic adaptive refinement for finite elements | |

Yin T. Shih | University of Maryland | Efficient streamline upwind schemes for convection-diffusion problems | |

Hae-Sae Oh | University of North Carolina at Charlotte | Weighted finite element method for elasticity on unbounded domains | |

Manil Suri | University of Maryland Baltimore County | On the spectrum of linearized buckling problems | |

Ragnar Winther | University of Oslo | On domain embedding preconditioners for the Dirichlet problem | |

Ion Bica | Courant Institute | Domain decomposition for the p-version of the finite element method | |

Dan Stefanica | Courant University | Poincare- and Friedrichs-type inequalities for the mortar FEM | |

Peter Monk | University of Delaware | Adaptive computations for far field patterns by a posteriori error estimation of linear functionals | |

Zhimin Zhang | Texas Tech University | Finite element and difference methods for some stochastic PDEs | |

Benji Guo | University of Manitoba | Direct and inverse theorems for the p-version finite element method using weighted Besov spaces | |

Vadim Korneev | University of Maryland Baltimore County | Curved Cn finite elements | |

Richard Falk | Rutgers University | Equilibrim shape of deformable elastic crystals |

Susanne Brenner | University of South Carolina | Multigrid methods for stress intensity factors | |

Wang Feng | Penn State | A crosswind strip domain decomposition method for convection dominated problems | |

Ivo Babuska | University of Texas | Superconvergence in the elements at boundary | |

Pierre Gremaud | North Carolina State University | Numerical experiments about Hamilton-Jacobi and the viscosity criterion | |

Da-Qing Wang | Carnegie Mellon | A covolume scheme for elecromagnetic scattering in 3D | |

Xiaobing Feng | University of Tennessee | Transmission conditions and non-overlapping domain decomposition algorithms for the finite element method | |

Lawrence Cowsar | Lucent Technologies | Analysis of finite volume Scharfetter-Gummel method for steady convection diffusion equations | |

Douglas Arnold | Penn State | Derivation and justification of plate models | |

Zhimin Zhang | Texas Tech University | Natural superconvergence points for the gradient | |

Ohannes Karakashian | University of Tennessee | Discontinuous and continuous Galerkin methods for the nonlinear Schrodinger equation | |

Vadim Korneev | University of Maryland Baltimore County | On domain decomposition preconditioning in the hierarchical p-version of the finite element method | |

Charles Collins | University of Tennessee | Convergence of a reduced integration method for computing microstructures | |

Al Schatz | Cornell University | A study of some averaging methods as local a posteriori error estimators for elliptic problems | |

Steve Serbin | University of Tennessee | Some remarks on continuous diagonally-implicit Runge-Kutta methods | |

Olof Widlund | Courant Institute | Mortar finite elements and domain decomposition |

Ron DeVore | University of South Carolina | Numerical methods for recovering solun u to a PDE |

Lars Wahlbin | Cornell University | Max-norm estimates for FEM in parabolic problems: out of the stone age |

Jinshui Qin | University of Tennessee | Some iterative methods for solving saddlepoint problems |

Peter Monk | University of Delaware | The perfectly matched layer |

Ridgway Scott | University of Houston | High order methods for fluid flow |

Douglas Arnold | Penn State | Performance of a preconditioner for the Reissner-Mindlin plate |

Bo Li | University of Minnesota | Finite element analysis of microstructure for martensitic crystals |

Vladimir Temlyakov | University of South Carolina | Universal cubature formulas |

Konstantine Oskolkov | University of South Carolina | Regularity of the Schrodinger equation of a free particle |

Hong Wang | University of South Carolina | An ELLAM scheme for advection diffusion equations |

Soren Jensen | University of Maryland Baltimore County | Existence and uniqueness for a general forward/backward heat equation |

Doug Meade | University of South Carolina | A non-overlapping domain decomposition method for the Helmholtz equation |

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