# Simplicial approaches to derived $C^\infty$-geometry

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Speaker:
Dennis Borisov
Affiliation:
MPIM
Date:
Thu, 12/01/2012 - 16:30 - 17:30
Location:
MPIM Lecture Hall

I will prove that derived $C^\infty$-geometry, defined by gluing simplicial $C^\infty$-spaces up to homotopy, can be faithfully expressed through the usual category of simplicial $C^\infty$-rings. In particular, I will show equivalence to D.Spivak's construction. (Joint work with J.Noel)

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