On Ringel duality for Schur algebras

KARIN ERDMANN; ANNE HENKE

doi:10.1017/S0305004101005485

Koenig, Steffen 2002. Ringel duality and Kazhdan–Lusztig theory. Pacific Journal of Mathematics, Vol. 203, Issue. 2, p. 415.

Erdmann, K. and Henke, A. 2002. On Schur algebras, Ringel duality and symmetric groups. Journal of Pure and Applied Algebra, Vol. 169, Issue. 2-3, p. 175.

Koenig, Steffen 2010. Dominant Dimension and Almost Relatively True Versions of Schur’s Theorem. Milan Journal of Mathematics, Vol. 78, Issue. 2, p. 457.

MIEMIETZ, VANESSA and TURNER, WILL 2011. RATIONAL REPRESENTATIONS OF GL2. Glasgow Mathematical Journal, Vol. 53, Issue. 2, p. 257.

Craven, David A. 2013. On Tensor Products of Simple Modules for Simple Groups. Algebras and Representation Theory, Vol. 16, Issue. 2, p. 377.

Miemietz, Vanessa and Turner, Will 2013. The Weyl extension algebra ofGL2(F¯p). Advances in Mathematics, Vol. 246, Issue. , p. 144.

Miemietz, Vanessa and Turner, Will 2015. Koszul dual $$2$$ 2 -functors and extension algebras of simple modules for $$GL_2$$ G L 2. Selecta Mathematica, Vol. 21, Issue. 2, p. 605.

Henke, Anne 2016. From Arithmetic to Zeta-Functions. p. 155.

Korhonen, Mikko 2018. Unipotent elements forcing irreducibility in linear algebraic groups. Journal of Group Theory, Vol. 21, Issue. 3, p. 365.

Raedschelders, Theo Špenko, Špela and Van den Bergh, Michel 2019. The Frobenius morphism in invariant theory. Advances in Mathematics, Vol. 348, Issue. , p. 183.

Burrull, Gaston Libedinsky, Nicolas and Sentinelli, Paolo 2019. p-Jones-Wenzl idempotents. Advances in Mathematics, Vol. 352, Issue. , p. 246.

McDowell, Eoghan 2022. A Random Walk on the Indecomposable Summands of Tensor Products of Modular Representations of SL2 $\left ({\mathbb {F}_p}\right )$. Algebras and Representation Theory, Vol. 25, Issue. 2, p. 539.

McDowell, Eoghan and Wildon, Mark 2022. Modular plethystic isomorphisms for two-dimensional linear groups. Journal of Algebra, Vol. 602, Issue. , p. 441.

Wang, Qi 2022. On τ-tilting finiteness of the Schur algebra. Journal of Pure and Applied Algebra, Vol. 226, Issue. 1, p. 106818.

Erdmann, Karin and Law, Stacey 2023. Torsion Pairs and Ringel Duality for Schur Algebras. Algebras and Representation Theory, Vol. 26, Issue. 2, p. 411.

Sutton, Louise Tubbenhauer, Daniel Wedrich, Paul and Zhu, Jieru 2023. $$\text {SL}_{2}$$ tilting modules in the mixed case. Selecta Mathematica, Vol. 29, Issue. 3,

Cruz, Tiago and Erdmann, Karin 2024. Quasi-hereditary covers of Temperley–Lieb algebras and relative dominant dimension. Proceedings of the Royal Society of Edinburgh: Section A Mathematics, p. 1.

Ormeño Bastías, Katherine and Ryom-Hansen, Steen 2025. Seminormal forms for the Temperley-Lieb algebra. Journal of Algebra, Vol. 662, Issue. , p. 852.

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On Ringel duality for Schur algebras

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