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20002026
most citedMotivic cell structures

99 citations · 383 across the 40 of their papers we have counts for

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math.AT2026

The Bredon equivariant cohomology of a point for cyclic groups

Daniel Dugger, Christy Hazel

We study the -graded Bredon cohomology of a point in the case where is a cyclic group of odd order, expanding on the information provided by previous studies. Our method…

math.AT2026

Mackey homological algebra over cyclic groups

Daniel Dugger, Christy Hazel

Let denote a cyclic group of order . In this paper we investigate modules and chain complexes over the constant integral Mackey functor and perfor…

math.AT2024

-graded Bredon cohomology of Euclidean configuration spaces

Daniel Dugger, Christy Hazel

Let be a finite group and be a -representation. We investigate the -graded Bredon cohomology with constant integral coefficients of the space of ordered configura…

math.AT2022

Equivariant -modules for the cyclic group

Daniel Dugger, Christy Hazel, Clover May

For the cyclic group we give a complete description of the derived category of perfect complexes of modules over the constant Mackey ring , for $…

math.AT2016★ 13 cited

Z/2-equivariant and R-motivic stable stems

Daniel Dugger, Daniel C. Isaksen

We establish an isomorphism between the stable homotopy groups of the 2-completed motivic sphere spectrum over the real numbers and the corresponding stable homotopy groups of the…

math.AT2016

Gysin functors and the Grothendieck-Witt category, Part I

Daniel Dugger

We define the Grothendieck-Witt category over a fixed ground ring. In order to study the structure of this category, we introduce the general theory of Gysin functors and their ass…