Alexander A. Gaifullin: Many 27-vertex Triangulations of Manifolds Like the Octonionic Projective Plane (Not Even One Was Known Before).

Combinatorics and more 2022-08-19

Summary:

  From top left clockwise: Alexander Gaifullin, Denis Gorodkov, Ulrich Brehm, Wolfgang Kühnel  Here is the paper: Alexander A. Gaifullin: 634 vertex-transitive and more than 10¹⁰³ non-vertex-transitive 27-vertex triangulations of manifolds like the octonionic projective plane  Abstract with annotation: In … Continue reading

Link:

https://gilkalai.wordpress.com/2022/08/19/alexander-a-gaifullin-many-27-vertex-triangulations-of-manifolds-like-the-octonionic-projective-plane-not-even-one-was-known-before/

From feeds:

Online Mathematical Communication » Combinatorics and more

Tags:

alexander

Authors:

Gil Kalai

Date tagged:

08/19/2022, 07:51

Date published:

08/19/2022, 07:37