Infinite loop spaces from operads with homological stability

Infinite loop spaces from operads with homological stability

Motivated by the operad built from moduli spaces of Riemann surfaces, we consider a general class of operads in the category of spaces that satisfy certain homological stability conditions. We prove that such operads are infinite loop space operads in the sense that the group completions of their al...

书目详细资料
Main Authors:	Basterra, M, Bobkova, I, Ponto, K, Tillmann, U, Yeakel, S
格式:	Journal article
出版:	Elsevier 2017

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