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Braided Injections and Double Loop Spaces by Schlichtkrull, Christian; Solberg, Mirjam is a scholarly article available to read on EtoBox.

What is Braided Injections and Double Loop Spaces about?

We consider a framework for representing double loop spaces (and more generally E-2 spaces) as commutative monoids. There are analogous commutative rectifications of braided monoidal structures and we use this framework to define iterated double deloopings. We also consider commutative rectifications of E-infinity spaces and symmetric monoidal categories and we relate this to the category of symmetric spectra.

Author

Schlichtkrull, Christian; Solberg, Mirjam

Published

2014

Language

EN