Gregory Cherlin. Preliminary Reports and Notes

Publications

Drafts



  1. Metrically homogeneous graphs of generic type I-III
  2. Verification of the conjectured classification of the metrically homogeneous graphs, in three parts.
    I. Triangle constraints and admissibility
    II. Embedding theorem, base case.
    III. Embedding theorem, inductive step.
  3. Around the algebraicity problem in odd type (working title)
    Exposition of ideas of Burdges around analogs of L*-theory for odd type groups of finite Morley rank.
    Draft expected late 2022.
    See also the next entry,
  4. L*-Groups of odd type with restricted 2-toral automorphisms, I-IV with Jefffrey Burdges; drafts, 2022
  5. Universal graphs with one forbidden subgraph, the generic case, with S. Shelah
  6. Constraints without trivial blocks (under development).

Notes

© G. Cherlin

This material is based in part upon work supported by the NSF under Grant DMS-1101597, 2011-2014. Any opinions, findings, conclusions, or recommendations expressed herein are those of the authors and do not necessarily reflect the views of the National Science Foundation.