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20122026
most citedCategorification via blocks of modular representations for sl(n)

4 citations · 16 across the 12 of their papers we have counts for

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math.RT2020

Categorification via blocks of modular representations II

Vinoth Nandakumar, Gufang Zhao

Bernstein, Frenkel and Khovanov have constructed a categorification of tensor products of the standard representation of using singular blocks of category $\mathc…

math.RT2017★ 2 cited

Irreducible Components of Exotic Springer fibres II: The Exotic Robinson-Schensted Algorithm

Vinoth Nandakumar, Daniele Rosso, Neil Saunders

Kato's exotic nilpotent cone was introduced as a substitute for the ordinary nilpotent cone of type C with cleaner properties. The geometric Robinson-Schensted correspondence is ob…

math.RT2017★ 1 cited

Modular representations in type A with a two-row nilpotent central character

Galyna Dobrovolska, Vinoth Nandakumar, David Yang

We study the category of representations of in positive characteristic, whose p-character is a nilpotent whose Jordan type is the two-row partition (m+n,n).…

math.RT2016★ 4 cited

Categorification via blocks of modular representations for sl(n)

Vinoth Nandakumar, Gufang Zhao

Bernstein, Frenkel, and Khovanov have constructed a categorification of tensor products of the standard representation of , where they use singular blocks of categ…

math.RT2016★ 4 cited

Irreducible components of exotic Springer fibres

Vinoth Nandakumar, Daniele Rosso, Neil Saunders

Kato introduced the exotic nilpotent cone to be a substitute for the ordinary nilpotent cone of type C with cleaner properties. Here we describe the irreducible components of exoti…

math.RT2016★ 1 cited

Exotic t-structures for two-block Springer fibers

Rina Anno, Vinoth Nandakumar

We study the exotic t-structure on the derived category of coherent sheaves on two-block Springer fibre (i.e. for a nilpotent matrix of type (m+n,n) in type A). The exotic t-struct…

math.RT2015

Stability conditions for Gelfand-Kirillov subquotients of category O

Vinoth Nandakumar

Recently, Anno, Bezrukavnikov and Mirkovic have introduced the notion of a "real variation of stability conditions" (which is related to Bridgeland's stability conditions), and con…