Families of isotropic subspaces of a symplectic Z/2-vector space

2023/07/18 by Lusztig, G.
#FOS: Mathematics #Representation Theory (math.RT)

paper · doi:10.48550/arxiv.2307.09453

Abstract

For a symplectic vector space V over Z/2 with a given circular basis we give a non-inductive definition of a family of isotropic subspaces of V with remarkable properties.

Related

• Subspaces of Multisymplectic Vector Spaces
• Coisotropic Pairs
• (Co)isotropic triples and poset representations
• Infinitesimal semisimple symplectic extrinsic symmetric spaces
• Symplectic forms on Banach spaces