Shifted Symplectic Structures

I have organized a reading seminar on Shifted Symplectic Structures (arxiv:1111.3209) at the University of Zurich in spring 2021. Here you can find the official seminar webpage and here you can find the official description. Here is a list of topics and speakers:  

• Nima Moshayedi: Introduction

• Davide Saccardo: Derived algebraic geometry I: Simplicial sets, infinity-categories and Model categories

• Emil Jacobsen: Derived algebraic geometry II: Derived moduli problems, Derived schemes and Derived (Artin) stacks

• Maria Yakerson: Derived algebraic geometry III: Quasi-coherent sheaves, Cotangent complexes and obstruction theory

• Filippo Fila Robattino: Graded mixed complexes

• Hussein Olama: p-forms, closed p-forms and n-shifted symplectic structures

• Yifan Zhao: Mapping stacks

• Nicola Capacci: Lagrangian structures and Lagrangian intersection

• Han Li: 2-shifted symplectic structures on RPerf

• Bangxin Wang: 0-shifted symplectic structures on moduli of sheaves on curves and surfaces, (-1)-shifted symplectic structures and symmetric obstruction theory

• Ödül Tetik: The AKSZ construction in the derived setting and relation to (semi-)classical TFTs

• Artem Kalmykov: Notions of shifted Poisson geometry and shifted deformation quantization