1999-2000 courses in the
Rutgers-New Brunswick Math Graduate Program

640 courses (Pure Mathematics)
Fall Semester 1999			Spring Semester 2000
Course	Course name	Instructor	Course	Course name	Instructor
501	Real Analysis I	Walsh	502	Real Analysis II	Wheeden
503	Complex Analysis I	Treves	504	Complex Anal. II	Greenfield
507	Funct Analysis I	Beals	508	Funct Anal. II	Beals
509	Topics Analysis	Kruskal	509	Topics Analysis	J. Taylor
517	Intro PDE I	Nussbaum	518	Intro PDE II	Z. Han
519	Topics PDEs	Sussmann	515	Intro ODE	Sontag
520	Distribution Theory	Barros-Neto	521	Harmonic Analysis	Chanillo
547	Topology of Manifolds	Ferry	532	Diff Geometry	Weinstein
544	Transformation Groups	F. Knop	534	Sel Topics Geometry	Woodward
540	Intro Alg Topology	F. Luo	541	Intro Alg Topology II	Kosinski
549	Lie Groups	Gindikin
551	Algebra I	Tunnell	552	Algebra II	Taft
553	Group Theory	Lyons	555	Sel Topics Algebra	Lepowsky
559	Commutative Algebra	Vasconcelos	555	Sel Topics Algebra	Sahi
566	Set Theory	Thomas	567	Model Theory	Cherlin
573	Topics Number Theory	Duke	574	Topics Number Theory	Duke
642 courses (Applied Mathematics)
Fall Semester 1999			Spring Semester 2000
527	Methods Applied Math	Kiessling	528	Methods Applied Math	Kiessling
550	Linear Algebra & Apps	Goodman	551	Applied Algebra	Tunnell
561	Intro Math Physics I	Soffer	581	Graph Theory	Saks
582	Combinatorics I	Beck	583	Combinatorics II	Beck
587	Sel Topics Discrete Math	Kahn	587	Sel Topics Discrete Math	Komlos
573	Numerical Analysis I	Vogelius	612	Selected Topics in Applied Math	Vogelius
593	Math for Ind.&Sys. Eng	Butler
661	Sel Topics Math Physics	Lebowitz

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