Leon Schropp

Master Thesis

My master thesis develops a general method for lifting classical identifications of cohomology groups to equivalences between the cohomology of $\infty$ -topoi, yielding analogues of the comparison theorems of Artin and Berkovich for sheaves valued in spaces and a similar comparison for cdh-topology.

Bachelor Thesis

My bachelor thesis focused on (semi-)simplicial sets, Kan extensions, and realization. During this project, I was introduced to model categories and simplicial homotopy for the first time. Although the results presented in the thesis were largely known, it was a good opportunity to get familiar with the world of categories. Feel free to ask if you would like a copy.

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