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Creators/Authors contains: "Tony Pantev"

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  1. ; (, Panoramas et synthèses)
    Cantat, S.; Massart, P; Dalibard, A.-L.; Mezard, A; Guillin, A.; Rigot, S.; Remy, B. (Ed.)
    We give a quick introduction to derived algebraic geometry (DAG) sampling basic constructions and techniques. We discuss affine derived schemes, derived algebraic stacks, and the Artin-Lurie representability theorem. Through the example of deformations of smooth and proper schemes, we explain how DAG sheds light on classical deformation theory. In the last two sections, we introduce differential forms on derived stacks, and then specialize to shifted symplectic forms, giving the main existence theorems proved in [17]. 
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