Pranav Enugandla

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math.RT2026

Web bases for the Lie superalgebra $gl (1∣1)$

Pranav Enugandla

Queffelec--Sartori and Tubbenhauer--Vaz--Wedrich give a diagrammatic web category via generators and relations to describe the subcategory of Rep( $gl (m ∣ n)$ ) generated by…

math.RT2026

FFLV bases for covariant representations of $gl (m ∣ n)$

Ibrahim Ahmad, Pranav Enugandla

We study the PBW filtration on covariant representations for the Lie superalgebra $gl (m ∣ n)$ . We prove for all covariant weights of the form $(λ ∣ μ, 0^{n - 1})$ , that there e…

Web bases for the Lie superalgebra gl(1∣1)

FFLV bases for covariant representations of gl(m∣n)

Web bases for the Lie superalgebra $gl (1∣1)$

FFLV bases for covariant representations of $gl (m ∣ n)$