Complexes of modules over exceptional Lie superalgebras $E (3,8)$ and $E (5,10)$
Victor G. Kac, Alexei Rudakov
TL;DR
This paper constructs and analyzes complexes of generalized Verma modules over the infinite-dimensional exceptional Lie superalgebras E(3,8) and E(5,10), advancing understanding of their module structures.
Contribution
It introduces new complexes of generalized Verma modules for the exceptional Lie superalgebras E(3,8) and E(5,10), providing insights into their representation theory.
Findings
Construction of complexes of generalized Verma modules
Analysis of module structures over E(3,8) and E(5,10)
Enhanced understanding of infinite-dimensional exceptional Lie superalgebras
Abstract
In this paper complexes of generalized Verma modules over the infinite-dimensional exceptional Lie superalgebras and are constructed and studied.
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Taxonomy
TopicsAlgebraic structures and combinatorial models · Advanced Topics in Algebra · Nonlinear Waves and Solitons