S. Rani

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20212026

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math.RT2025

Graded representations of current Lie superalgebras $sl (1∣2) [t]$

Shushma Rani, Divya Setia

This paper is the study of finite-dimensional graded representations of current lie superalgebras $sl (1∣2) [t]$ . We define the notion of super POPs, a combinatorial tool…

math.RT2024

Filtration of tensor product of local Weyl modules for $sl_{n + 1} [t]$

Divya Setia, Shushma Rani, Tanusree Khandai

In this paper, we consider the tensor product of local Weyl modules for $sl_{n + 1} [t]$ whose highest weights are multiples of the first and $n^{t h}$ fundamental weights.…

Graded representations of current Lie superalgebras sl(1∣2)[t]

Filtration of tensor product of local Weyl modules for sln+1​[t]

Graded representations of current Lie superalgebras $sl (1∣2) [t]$

Filtration of tensor product of local Weyl modules for $sl_{n + 1} [t]$