## José Simental Rodríguez

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I am a Krener Visiting Assistant Professor (postdoc) at UC Davis, where my mentor is Eugene Gorsky .

I am interested in representation theory and its connections to algebraic geometry and combinatorics.

I finished my Ph.D. in 2017 at Northeastern University, under the supervision of Ivan Losev. For my Ph.D. thesis, I studied Harish-Chandra bimodules for rational Cherednik algebras. Please find it here.

During my Masters, advised by Sergio López-Permouth , I have worked with questions regarding relative injectivity of modules over a general (associative, with unit) ring. In particular, we found necessary and sufficient conditions for a class of modules to be the injectivity domain of a module. However, it has been a while since I don't think of this stuff.

For my bachelor's thesis at Universidad Nacional Autónoma de México (UNAM), done under the supervision of Michael Barot, I classified those 2-connected quivers whose path algebra arises as the endomorphism algebra of a module over the algebra of upper triangular *n *×* n*-matrices for some * n *. Here is a link to it. (110 pp, in Spanish)