Faculty

Institution

Unit

Venue

J. Peter May

Professor

University of Chicago

Affiliations

Mathematics, Department of

J. Peter May is currently serving as a Mathematics, Department Of Professor at University of Chicago.

Honors

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Experiences

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Education

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J. Peter May

University of Chicago

Professor

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mathematics applied mathematics mathematical analysis topology pure mathematics number theory spectral theory graph theory mathematical sciences ring theory algebra homological algebra geometry and topology geometric topology applied algebra analytic number theory regional studies abstract algebra mathematical optimization segal conjecture knot theory modern algebra commutative algebra higher category theory infinite loop spaces statistics philosophy mathematical programming theoretical mathematics spectra-structure correlation geometry of numbers iterated loop spaces model categories stable homotopy theory james maps burnside ring equivariant cohomology homology operations bipermutative categories homotopy theory localization numerical mathematics combinatorial theory function spaces quantum chemistry atomic spectroscopy computational optimization nonlinear analysis automated reasoning classification method trace elements theoretical analysis type theory computational complexity theory algorithmic information theory separation techniques interpolation spaces hopf algebra cover mapping rf localization localization technique mathematical models mathematical statistics meson spectroscopy universal algebra spectral analysis rational approximation approximation methods algebraic theory infinite dimensional problem diagram spectra cohomology theory equivariant homotopy equivariant orthogonal spectra matric massey products algebraic k-theory category theory loop space algebraic topology

Notable Scholarly Works

Notable Federal Grants

Collaborators

Models of G–Spectra as Presheaves of Spectra. Algebraic & Geometric Topology (2024)

Bertrand J GuillouJ Peter May

topologyalgebraic topologygeometric topologyspectral theorymathematicsgraph theorygeometry and topologyalgebraic geometry

Unital Operads, Monoids, Monads, and Bar Constructions. Advances in Mathematics (2024)

J.P. MayRuoqi ZhangFoling Zou

bar constructionsunital operadsmathematics

Multiplicative Equivariant K-Theory and the Barratt-Priddy-Quillen Theorem. Advances in Mathematics (2023)

Bertrand J. GuillouJ. Peter MayMona MerlingAngélica M. Osorno

applied mathematicsanalytic number theorybarratt-priddy-quillen theoremnumber theorymathematicsmultiplicative equivariant k-theory

Relationships Between Psychopathy and Moral Judgements May Be Due to a Bloated Specific Factor of Empathy. (2023)

Madeleine EsserJon May

moral judgementsneurosciencepsychopathologyempathypsychology

Equivariant Stable Homotopy Theory. Chapman and Hall/CRC eBooks (2020)

Michael A. Hill

homological algebraapplied mathematics

Symmetric Monoidal G -Categories and Their Strictification. The Quarterly Journal of Mathematics (2019)

Bertrand J GuillouJ Peter MayMona MerlingAngélica M Osorno

mathematical analysiscategory theoryapplied mathematicsmathematics

A Symmetric Monoidal and Equivariant Segal Infinite Loop Space Machine. Journal of Pure and Applied Algebra (2018)

Bertrand GuillouJ. Peter MayMona MerlingAngélica M. Osorno

symmetric monoidalapplied mathematicspure mathematicsabstract algebraapplied algebramathematicslinear algebra

Enriched Model Categories in Equivariant Contexts. Homology Homotopy and Applications (2018)

Bertrand GuillouJ.P. MayJonathan Rubin

model categoriestopologyequivariant contextshomological algebracategory theorymathematics

Categorical Models for Equivariant Classifying Spaces. Algebraic & Geometric Topology (2017)

Bertrand GuillouPeter MayMona Merling

applied mathematicstopologyalgebraic topologygeometric topologyequivariant classifying spacesalgebraic geometry

Equivariant Infinite Loop Space Theory II. the Multiplicative Segal Machine. (2017)

Bertrand GuillouJ. Peter MayMona MerlingAngélica M. Osorno

dynamical systemsmultiplicative segal machineapplied mathematics

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J. Peter May

Professor

University of Chicago

Affiliations

Mathematics, Department of

J. Peter May is currently serving as a Mathematics, Department Of Professor at University of Chicago.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

J. Peter May

University of Chicago

Professor

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Models of G–Spectra as Presheaves of Spectra. Algebraic & Geometric Topology (2024)

Bertrand J GuillouJ Peter May

topologyalgebraic topologygeometric topologyspectral theorymathematicsgraph theorygeometry and topologyalgebraic geometry

Unital Operads, Monoids, Monads, and Bar Constructions. Advances in Mathematics (2024)

J.P. MayRuoqi ZhangFoling Zou

bar constructionsunital operadsmathematics

Multiplicative Equivariant K-Theory and the Barratt-Priddy-Quillen Theorem. Advances in Mathematics (2023)

Bertrand J. GuillouJ. Peter MayMona MerlingAngélica M. Osorno

applied mathematicsanalytic number theorybarratt-priddy-quillen theoremnumber theorymathematicsmultiplicative equivariant k-theory

Relationships Between Psychopathy and Moral Judgements May Be Due to a Bloated Specific Factor of Empathy. (2023)

Madeleine EsserJon May

moral judgementsneurosciencepsychopathologyempathypsychology

Equivariant Stable Homotopy Theory. Chapman and Hall/CRC eBooks (2020)

Michael A. Hill

homological algebraapplied mathematics

Symmetric Monoidal G -Categories and Their Strictification. The Quarterly Journal of Mathematics (2019)

Bertrand J GuillouJ Peter MayMona MerlingAngélica M Osorno

mathematical analysiscategory theoryapplied mathematicsmathematics

A Symmetric Monoidal and Equivariant Segal Infinite Loop Space Machine. Journal of Pure and Applied Algebra (2018)

Bertrand GuillouJ. Peter MayMona MerlingAngélica M. Osorno

symmetric monoidalapplied mathematicspure mathematicsabstract algebraapplied algebramathematicslinear algebra

Enriched Model Categories in Equivariant Contexts. Homology Homotopy and Applications (2018)

Bertrand GuillouJ.P. MayJonathan Rubin

model categoriestopologyequivariant contextshomological algebracategory theorymathematics

Categorical Models for Equivariant Classifying Spaces. Algebraic & Geometric Topology (2017)

Bertrand GuillouPeter MayMona Merling

applied mathematicstopologyalgebraic topologygeometric topologyequivariant classifying spacesalgebraic geometry

Equivariant Infinite Loop Space Theory II. the Multiplicative Segal Machine. (2017)

Bertrand GuillouJ. Peter MayMona MerlingAngélica M. Osorno

dynamical systemsmultiplicative segal machineapplied mathematics

1
2
3
4
5
13
10 / page

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Institution

University of California, Berkeley

category theory

logic in computer science

Robin C. Hartshorne

Institution

University of California, Berkeley

geometry and topology

algebraic structure

Eric Friedlander

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University of Southern California

algebra

algebraic theory

Uwe Nagel

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applied mathematics

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