3 citations · 3 across the 5 of their papers we have counts for
7 papers
An isovariant Blakers--Massey theorem
Inbar Klang, Sarah Yeakel
An isovariant map is an equivariant map between -spaces which strictly preserves isotropy groups. In this paper, we lay the groundwork for the study of isovariant stable homotop…
Isovariant homotopy theory and fixed point invariants
Inbar Klang, Sarah Yeakel
An isovariant map is an equivariant map between -spaces which strictly preserves isotropy groups. We consider an isovariant analogue of Klein--Williams equivariant intersection…
An isovariant Elmendorf's theorem
Sarah Yeakel
An isovariant map between spaces with a group action is an equivariant map which preserves isotropy groups. In this paper, we show that for a finite group , the category of -…
A Monoidal Model for Multilinearization
Sarah Yeakel
Using the category of finite sets and injections, we construct a new model for the multilinearization of multifunctors between spaces that appears in the derivatives of Goodwillie…
Infinite loop spaces from operads with homological stability
Maria Basterra, Irina Bobkova, Kate Ponto +2
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 co…
Inverting operations in operads
Maria Basterra, Irina Bobkova, Kate Ponto +2
We construct a localization for operads with respect to one-ary operations based on the Dwyer-Kan hammock localization. For an operad O and a sub-monoid of one-ary operations W we…