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math.QA2022
Odd two-variable Soergel bimodules and Rouquier complexes
Mikhail Khovanov, Krzysztof Putyra, Pedro Vaz
We consider the odd analogue of the category of Soergel bimodules. In the odd case and already for two variables, the transposition bimodule cannot be merged into the generating So…
math.QA2020★ 4 cited
Odd Khovanov homology for tangles
Grégoire Naisse, Krzysztof Putyra
We extend the covering of even and odd Khovanov link homology to tangles, using arc algebras. For this, we develop the theory of quasi-associative algebras and bimodules graded ove…