G. K. Teja

activity

20202025

most citedMoving between weights of weight modules

1 citations · 1 across the 7 of their papers we have counts for

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math.RT2022

Weak faces and a formula for weights of highest weight modules, via parabolic partial sum property for roots

G. Krishna Teja

Let $g$ be a finite or an affine type Lie algebra over $C$ with root system $Δ$ . We show a parabolic generalization of the partial sum property for $Δ$ , which w…

math.RT2022

A weight-formula for all highest weight modules, and a higher order parabolic category $O$

Apoorva Khare, G. Krishna Teja

Let $g$ be a complex Kac-Moody algebra, with Cartan subalgebra $h$ . Also fix a weight $λ \in h^{*}$ . For $M (λ) ↠ V$ an arbitrary highes…

Weak faces and a formula for weights of highest weight modules, via parabolic partial sum property for roots

A weight-formula for all highest weight modules, and a higher order parabolic category O

A weight-formula for all highest weight modules, and a higher order parabolic category $O$