Group gradings on superalgebras
M. Tvalavadze, T. Tvalavadze
Abstract
In this paper we look into the structure of finite-dimensional graded superalgebras of various types such as associative, Lie and Jordan over an algebraically closed field of characteristic zero.
Create a lesson
Related papers
The E6 normal forms: semisimple deformations, geometry, DT invariants, and the E6,∞ order
Shengyong Pan
A 9-dimensional nilpotent Lie algebra isomorphic to its complex conjugate admitting no real form
Tom De Medts
Projective Differential Moment Invariants from the Viewpoint of Classical Invariant Theory
Leonid Bedratyuk
Global obstruction property and its applications
Weiheng Xia
The rank of 3× 3 matrix multiplication over F2 is 23
Tejasvi Singh Tomar
BiHom-Poisson conformal superalgebras arising from related algebraic structures
BakolÈ Louamou, Ibrahima Bakayoko, Kol BÉatrice Gamou