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Research Spotlight

Mima Stanojkovski — Groups From Determinantal Curves

Veröffentlicht am 10.06.2021

Groups are fundamental entities in mathematics and in the sciences, which, when viewed as symmetries of objects, can help understand better or tell the objects in question apart. As most groups are p-groups, we are motivated to understand structure and symmetries of p-groups, even though a complete classification seems far out of reach (unlike for the case of simple groups). I will present joint work with Christopher Voll, in which we study p-groups coming from determinantal representations of curves.

I will explain how to construct, analyze, and distinguish these groups using tools coming from (algebraic and arithmetic) geometry, number theory, and algebra.

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