Fractional Super Lie Algebras and Groups
H. Ahmedov, A. Yildiz, Y. Ucan
Abstract
nth root of a Lie algebra and its dual (that is fractional supergroup) based on the permutation group Sn invariant forms are formulated in the Hopf algebra formalism. Detailed discussion of S3-graided sl(2) algebras is done.
Create a lesson
Related papers
Arthur packets for G2 over p-adic fields
Yugo Takanashi
Representation embeddings and the third Brauer--Thrall conjecture
Haruhisa Enomoto
Non-admissible smooth irreducible representations of GL2(F) for totally ramified extensions F/Qp
Dayu Huang
Stable equivalence of quadratic monomial algebras
Pengyun Chen, Bohan Xing
Root vector localization and minimal nilpotent finite W-algebras
Genqiang Liu
Lusztig sheaves, local systems, and the extended Springer resolution
William Graham, Martha Precup, Amber Russell