Modified traces on Deligne’s category $\underline{\mathrm{Re}}\hspace{0.7pt}\mathrm{p} (S_{t})$

Author:

Comes Jonathan,Kujawa Jonathan R.

Publisher

Springer Science and Business Media LLC

Subject

Discrete Mathematics and Combinatorics,Algebra and Number Theory

Reference20 articles.

1. University Lecture Series;B. Bakalov,2001

2. Boe, B.D., Kujawa, J.R., Nakano, D.K.: Complexity for modules over the classical Lie superalgebra $\mathfrak{gl}(m|n)$ . Compositio Math. (to appear)

3. Comes, J., Ostrik, V.: On Deligne’s category $\underline{\operatorname{Re}}\,\mathrm{p}^{ab}(S_{t})$ , in preparation

4. Comes, J., Ostrik, V.: On blocks of Deligne’s category $\underline{\operatorname{Re}}\,\mathrm{p}(S_{t})$ . Adv. Math. 226(2), 1331–1377 (2011)

5. Comes, J., Wilson, B.: Deligne’s category $\underline{\operatorname{Re}}\,\mathrm{p}(GL_{\delta})$ and representations of general linear supergroups. arXiv: 1108.0652

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1. M-traces in (Non-Unimodular) Pivotal Categories;Algebras and Representation Theory;2021-03-23

2. Thick ideals in Deligne's category Re_p(Oδ);Journal of Algebra;2017-06

3. Ideals in Deligne’s category $\underline{\mathrm{Rep}}(GL_{\delta})$;Mathematical Research Letters;2014

4. Ambidextrous objects and trace functions for nonsemisimple categories;Proceedings of the American Mathematical Society;2013-05-10

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