Moduli Stack of Spectral Elliptic Curves with Derived Level Structures
演讲者：马学才（南科大）
时间：2024-01-15 21:00-22:00
地点：理学院大楼M5024
Abstract: For a finite abelian group A, we define a functor from E_∞-rings to spaces by sending an E_∞-ring R to the space of spectral elliptic curves with derived level A-structures over R. We compute the cotangent complex of this functor. Then we use Lurie’s spectral Artin’s representability theorem to prove that this functor is representable by a spectral Deligne-Mumford stack.
