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Hopf Algebras, Tensor Categories, and Module Categories.
Hopf Algebras, Tensor Categories, and Module Categories.
My research is in the representation theory of Hopf algebras. My current work regards comodule algebras and the Rep(H)-module categories they induce.
Broadly, I am interested in many "Hopf-theoretic" algebraic constructions and their appearance in all areas of mathematics.
Publications
Publications
Jacob Van Grinsven. “𝐻-equivariant morita equivalences of loewy-graded comodule algebras”. In: Math. Z. 313.4 (2026), Paper No. 88.
Mihai D. Staic, Jacob Van Grinsven, A Geometric Application for the det^{S^2} Map, Communications in Algebra, Vol. 50, no. 3, 1106-1117 (2022).
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