Condensed Learning Seminar

The topic of the learning seminar this semester is "Analytic K-theory''. More precisely, the goal is to use condensed mathematics to obtain a notion of quasi-coherent sheaves/complexes in rigid analytic geometry, develop Efimov's approach to K-theory which applies to such categories of sheaves, and finally prove a Grothendieck-Riemann-Roch theorem in this context.