46 citations · 185 across the 16 of their papers we have counts for
18 papers
Multiplicative equivariant -theory and the Barratt-Priddy-Quillen theorem
Bertrand J. Guillou, J. Peter May, Mona Merling +1
We prove a multiplicative version of the equivariant Barratt-Priddy-Quillen theorem, starting from the additive version proven in arXiv:1207.3459. The proof uses a multiplicative e…
Unital operads, monoids, monads, and bar constructions
J. P. May, Ruoqi Zhang, Foling Zou
We give a description of unital operads in a symmetric monoidal category as monoids in a monoidal category of unital -sequences. This is a new variant of Kelly's old description…
Symmetric monoidal G-categories and their strictification
Bertrand Guillou, J. Peter May, Mona Merling +1
We give an operadic definition of a genuine symmetric monoidal G-category, and we prove that its classifying space is a genuine E_\infty G-space. We do this by developing some very…
A symmetric monoidal and equivariant Segal infinite loop space machine
Bertrand Guillou, J. Peter May, Mona Merling +1
In [MMO] (arXiv:1704.03413), we reworked and generalized equivariant infinite loop space theory, which shows how to construct -spectra from -spaces with suitable structure. I…
Equivariant infinite loop space theory, the space level story
J. Peter May, Mona Merling, Angélica M. Osorno
We rework and generalize equivariant infinite loop space theory, which shows how to construct -spectra from -spaces with suitable structure. There is a classical version whic…
The homotopy theory of equivariant posets
J. P. May, Marc Stephan, Inna Zakharevich
Let be a discrete group. We prove that the category of -posets admits a model structure that is Quillen equivalent to the standard model structure on -spaces. As is alrea…