3 citations · 3 across the 6 of their papers we have counts for
6 papers
Quantum wreath products and Schur--Weyl duality II
Chun-Ju Lai, Daniel K. Nakano, Ziqing Xiang
In the first part of this series, the authors introduced the quantum wreath product, providing a unified framework that encompasses numerous results previously addressed only throu…
The homological spectrum for monoidal triangulated categories
Daniel K. Nakano, Kent B. Vashaw, Milen T. Yakimov
The authors develop a notion of homological prime spectrum for an arbitrary monoidal triangulated category, . Unlike the symmetric case due to Balmer, the homological…
Category for Lie superalgebras
Chun-Ju Lai, Daniel K. Nakano, Arik Wilbert
The authors define a Category for any quasi-reductive Lie superalgebra with respect to a triangular decomposition. This much needed approach unifies ma…
The Homological Spectrum and Nilpotence Theorems for Lie Superalgebra Representations
Matthew H. Hamil, Daniel K. Nakano
Balmer recently showed that there is a general notion of a nilpotence theorem for tensor triangulated categories through the use of homological residue fields and the connection wi…
A Chinese remainder theorem and Carlson's theorem for monoidal triangulated categories
Daniel K. Nakano, Kent B. Vashaw, Milen T. Yakimov
In this paper the authors prove fundamental decomposition theorems pertaining to the internal structure of monoidal triangulated categories (MCs). The tensor structure of an M$Δ…
On -Schur algebras corresponding to Hecke algebras of type B
Chun-Ju Lai, Daniel K. Nakano, Ziqing Xiang
In this paper the authors investigate the -Schur algebras of type B that were constructed earlier using coideal subalgebras for the quantum group of type A. The authors present…