This paper surveys bocses, quasi-hereditary algebras and their relationship which was
established in a recent result by Koenig, Ovsienko, and the author. Particular emphasis is …

In this paper we provide a complete classification of the representation type for the blocks for
the Hecke algebra of type $ A $, stated in terms of combinatorical data. The computation of …

In this paper the authors investigate the q-Schur algebras of type B that were constructed
earlier using coideal subalgebras for the quantum group of type Α. The authors present a …

Let G be a linear algebraic group over an algebraically closed field of characteristic p whose
corresponding root system is irreducible. In this paper we calculate the Weyl filtration …

In this paper the authors investigate the representation type of the blocks of the relative
(parabolic) category OS for complex semisimple Lie algebras. A complete classification of …

MULTIPLICATION FORMULAS AND SEMISIMPLICITY FOR g-SCHUR SUPERALGEBRAS
Page 1 Nagoya Math. J., 237 (2020), 98–126 DOI 10.1017/nmj.2018.12 MULTIPLICATION …

In this thesis, we study the representation theory of the symmetric groups S n, their Sylow p-
subgroups P n and related algebras. For all primes p and natural numbers n, we determine …

In previous work by the authors, little q-Schur algebras were introduced as homomorphic
images of the infinitesimal quantum groups. Here we investigate representations of these …

Let $ H $ be a finite-dimensional Hopf algebra over an algebraically closed field $\Bbbk $
with the dual Chevalley property. We prove that $ H $ is of finite corepresentation type if and …

Slim cyclotomic q-Schur algebras are certain centralizer subalgebras of cyclotomic q-Schur
algebras in the sense of Dipper, James and Mathas, including q-Schur algebras of type A …