Homotopy coherent nerve in Deformation theory

Abstract

In this note we explain that homotopy coherent simplicial nerve has to used intead of the standard definition in the author's papers on formal deformation theory. A convenient version of the notion of fibered category is presented which is useful once one works with simplicial categories.

Title fixed. Title changed (the old title was "Another simplicial nerve") Slightly revised

References in corpus (1)

• Higher Topos Theory

Cited by in corpus (5)

• The derived contraction algebra
• The derived deformation theory of a point
• A simplicial construction of G-equivariant Floer homology
• Deligne groupoid revisited
• Classifying Space via Homotopy Coherent Nerve