Clover May
About
My research is in algebraic topology. I work in equivariant homotopy theory with a focus on RO(G)-graded Bredon cohomology, structured ring spectra, and tensor triangular geometry.
Math Education
Ph.D. Mathematics - University of Oregon 2018
M.S. Mathematics - University of Oregon 2015
Post Baccalaureate Certificate - North Carolina State University 2012
B.A. Mathematics - University of Massachusetts, Boston 2011
Other Education
Graduate Certificate - Boston Graduate School of Psychoanalysis 2008
B.A. Sociology - University of Massachusetts, Boston 2006
Publications
2022
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Bohmann, Anna Marie;
Hazel, Christy;
Ishak, Jocelyne;
Kedziorek, Magdalena;
May, Clover.
(2022)
Genuine-commutative structure on rational equivariant K-theory for finite abelian groups.
Bulletin of the London Mathematical Society.
volum 54 (3).
Academic article
-
Bohmann, Anna Marie;
Hazel, Christy;
Ishak, Jocelyne;
Kedziorek, Magdalena;
May, Clover.
(2022)
Naive-commutative structure on rational equivariant K-theory for abelian groups.
Topology and its Applications.
volum 316.
Academic article
2020
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Hogle, Eric;
May, Clover.
(2020)
The freeness theorem for equivariant cohomology of Rep(C2)-complexes.
Topology and its Applications.
Academic article
-
May, Clover.
(2020)
A structure theorem for RO(C2)–graded Bredon cohomology.
Algebraic and Geometric Topology.
Academic article
Journal publications
-
Bohmann, Anna Marie;
Hazel, Christy;
Ishak, Jocelyne;
Kedziorek, Magdalena;
May, Clover.
(2022)
Genuine-commutative structure on rational equivariant K-theory for finite abelian groups.
Bulletin of the London Mathematical Society.
volum 54 (3).
Academic article
-
Bohmann, Anna Marie;
Hazel, Christy;
Ishak, Jocelyne;
Kedziorek, Magdalena;
May, Clover.
(2022)
Naive-commutative structure on rational equivariant K-theory for abelian groups.
Topology and its Applications.
volum 316.
Academic article
-
Hogle, Eric;
May, Clover.
(2020)
The freeness theorem for equivariant cohomology of Rep(C2)-complexes.
Topology and its Applications.
Academic article
-
May, Clover.
(2020)
A structure theorem for RO(C2)–graded Bredon cohomology.
Algebraic and Geometric Topology.
Academic article
Teaching
Courses
Media
2023
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Academic lectureMay, Clover. (2023) Decomposing C2-equivariant spectra. University of Pennsylvania Homotopy Theory Seminar ; 2023-02-27 - 2023-02-27.
2022
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Academic lectureMay, Clover. (2022) A day in the life of a mathematician. Women in STEM: Breaking Barriers ; Virtual. 2022-04-07 - 2022-04-08.
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Academic lectureMay, Clover. (2022) A structure theorem for RO(G)-graded equivariant homology. NMSU Geometry & Topology Seminar . Prasit Bhattacharya; 2022-11-18 - 2022-11-18.
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Academic lectureMay, Clover. (2022) Classifying HF2-modules. AIM Workshop on Equivariant techniques in stable homotopy theory ; AIM San Jose. 2022-10-24 - 2022-10-28.
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Academic lectureMay, Clover. (2022) Decomposing C2-equivariant spectra. Stockholm University Topology Seminar ; 2022-11-29 - 2022-11-29.
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Academic lectureMay, Clover. (2022) Introduction to stable equivariant homotopy. EWM-EMS Summer School on Chromatic Homotopy Theory and Friends ; Institut Mittag–Leffler. 2022-06-07 - 2022-06-10.
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Academic lectureMay, Clover. (2022) Structure theorem for RO(G)-graded equivariant cohomology. NTNU Geometry and Topology Seminar . Abigail Linton; NTNU. 2022-02-16 - 2022-02-16.
2021
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Academic lectureMay, Clover. (2021) Classifying perfect complexes of Z/2-Mackey functors. New Directions in Group Theory and Triangulated Categories . Rudradip Biswas; Online. 2021-10-07 - 2021-10-07.
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Academic lectureMay, Clover. (2021) Structure theorem for RO(G)-graded equivariant cohomology. Vanderbilt Geometry Seminar . Anna Marie Bohmann; Vanderbilt University. 2021-12-02 - 2021-12-02.