26 citations · 61 across the 10 of their papers we have counts for
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Khovanov-Lauda-Rouquier subalgebras and redotted Webster algebras
Yasuyoshi Yonezawa
We define Khovanov-Lauda-Rouquier subalgebras which are generalizations of redotted versions of Webster's tensor product algebras of type . Quotient algebras of these subalgeb…
A braid group action on a -DG homotopy category
You Qi, Joshua Sussan, Yasuyoshi Yonezawa
We construct a braid group action on a homotopy category of -DG modules of a deformed Webster algebra.
A -DG deformed Webster algebra of type
Yasuyoshi Yonezawa
We define a -DG structure on a deformation of Webster algebra of type and its splitter bimodules.
Braid group actions from categorical symmetric Howe duality on deformed Webster algebras
Mikhail Khovanov, Aaron D. Lauda, Joshua Sussan +1
We construct a 2-representation categorifying the symmetric Howe representation of using a deformation of an algebra introduced by Webster. As a consequence, we o…
sl(N)-Web categories
Marco Mackaay, Yasuyoshi Yonezawa
In this paper we use colored sl(N)-matrix factorizations, due to Wu and Y.Y., in order to categorify part of the quantum skew Howe duality defined by Cautis, Kamnitzer and Morrison…
Matrix factorizations and intertwiners of the fundamental representations of quantum group U_q (sl_n)
Yasuyoshi Yonezawa
We want to construct a homological link invariant whose Euler characteristic is MOY polynomial as Khovanov and Rozansky constructed a categorification of HOMFLY polynomial. The pre…