Search

Search Results

1. Littlewood-Richardson rule for generalized Schur Q-functions

   Littlewood-Richardson rule gives the expansion formula for decomposing a product of two Schur functions as a linear sum of Schur functions, while the...

   Fang Huang, Yanjun Chu, Chuanzhong Li in Algebras and Representation Theory

   Article 03 April 2023

2. Representation Type of Borel-Schur Algebras

   In our previous work (Erdmann et al. J. Algebra Appl. 17(2),1850028, 2018 ), we found all Borel-Schur algebras of finite representation type. In the...

   Karin Erdmann, Ana Paula Santana, Ivan Yudin in Algebras and Representation Theory

   Article 29 October 2020

3. Equivalence of formulations of the MKP hierarchy and its polynomial tau-functions

   We show that a system of Hirota bilinear equations introduced by Jimbo and Miwa defines tau-functions of the modified KP (MKP) hierarchy of evolution...

   Victor G. Kac, Johan W. van de Leur in Japanese Journal of Mathematics

   Article 15 July 2018

4. Affine quiver Schur algebras and p-adic \({\textit{GL}}_n\)

   In this paper we consider the (affine) Schur algebra which arises as the endomorphism algebra of certain permutation modules for the...

   Vanessa Miemietz, Catharina Stroppel in Selecta Mathematica

   Article 16 April 2019

5. The BLM realization for the integral form of U_v(gl_m|n)

   In this paper, we embed the integral form of the quantum supergroup U _v (gl _m|n ) to the product of a family of integral quantum Schur superalgebras. We...

   **aoyu Chen in Science China Mathematics

   Article 04 December 2017

6. Hochschild Cohomology of q-Schur Algebras

   We compute the Hochschild cohomology of any block of q -Schur algebras. We focus on the even part of this Hochschild cohomology ring. To compute the...

   Mayu Tsukamoto in Algebras and Representation Theory

   Article 30 November 2016

7. On Schur Superfunctors

   We introduce super-analogues of the Schur functors defined by Akin, Buchsbaum and Weyman. These Schur superfunctors may be viewed as...

   Jonathan Axtell in Algebras and Representation Theory

   Article 31 May 2017

8. Small Representations for Affine q-Schur Algebras

   Jie Du, Qiang Fu in Algebras and Representation Theory

   Article 09 November 2015

9. Affine Quasi-Heredity of Affine Schur Algebras

   Bangming Deng, Guiyu Yang in Algebras and Representation Theory

   Article 18 November 2015

10. Endomorphism Algebras of Some Modules for Schur Algebras and Representation Dimension

    We consider the representation dimension, for fixed n ≥ 2, of ordinary and quantised Schur algebras S ( n , r ) over a field k . For k of positive...

    Stephen Donkin, Haralampos Geranios in Algebras and Representation Theory

    Article 24 March 2013

11. The Schur functor on tensor powers

    Kay ** Lim, Kai Meng Tan in Archiv der Mathematik

    Article 03 January 2012

12. The non-projective part of the Lie module for the symmetric group

    Karin Erdmann, Kai Meng Tan in Archiv der Mathematik

    Article 31 May 2011

13. The inclusion of the Schur algebra in B(ℓ ²) is not inverse-closed

    The Schur algebra is the algebra of operators which are bounded on ℓ ¹ and on ℓ ^∞ . In this note, we exhibit an element of the group algebra of the...

    Romain Tessera in Monatshefte für Mathematik

    Article 30 March 2010

14. On the Representation Dimension of Schur Algebras

    Lower bounds for the representation dimension of Schur algebras for GL _n in characteristic p  ≥ 2 n − 1 are established. In particular it is shown that...

    Vanessa Miemietz, Steffen Oppermann in Algebras and Representation Theory

    Article 10 December 2009

15. Runner Removal Morita Equivalences

    Let \({U}_{q} = {U}_{q}({\mathfrak{g}\mathfrak{l}}_{n})\) be Lusztig’s...

    Joseph Chuang, Hyohe Miyachi in Representation Theory of Algebraic Groups and Quantum Groups

    Chapter 2010