Faculty

Institution

Unit

Venue

Peter Petersen

Professor of Mathematics

University of California, Los Angeles

Affiliations

the College

Mathematics

Peter Petersen is currently serving as a Mathematics Professor of Mathematics at University of California, Los Angeles.

Honors

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Experiences

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Education

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Peter Petersen

University of California, Los Angeles

Professor of Mathematics

You can click a keyword to filter the displayed items

applied mathematics mathematics geometry topology geometry and topology differential geometry geometric analysis geometric topology mathematical analysis mathematical physics mathematical sciences graph theory riemannian geometry numerical mathematics spectral theory analytic number theory physics riemannian manifold theoretical mathematics gradient ricci solitons bochner technique statistics boundary value problems function spaces theoretical analysis general relativity foundation of mathematics metric graph theory shape analysis optimal transport integral curvature bounds eigenvalue pinching positive curvature isospectral manifolds second kind curvature operator small excess mathematical optimization numerical algorithms nonlinear analysis numerical simulations geodesy nonlinear science mathematics education manifold modeling modern algebra topology control spectral analysis variational analysis foundational calculus spatial theory space architecture geometric graph theory space law virtual spaces riemann-hilbert problem mathematical morphology global analysis fourier analysis ring theory computational complexity theory legal theory algorithmic information theory knot theory measure theory norm (mathematics) relative volume comparison geometric finiteness theorems controlled topology integral ricci curvature distance estimates positive ricci curvature exotic sphere

Notable Scholarly Works

Notable Federal Grants

Collaborators

Vanishing Theorems for Hodge Numbers and the Calabi Curvature Operator. Advances in Mathematics (2026)

geometric analysissymplectic geometrydifferential geometryhomological algebraboundary value problemsmathematical sciencesfunction spacesgeometry and topologynoncommutative geometryspectral theoryalgebraic geometrymathematicsgeometric topology

Curvature. Oberwolfach Seminars (2024)

Paul BreidingKathlén KohnBernd Sturmfels

Betti Numbers and the Curvature Operator of the Second Kind. Journal of the London Mathematical Society (2023)

Jan NienhausPeter PetersenMatthias Wink

betti numberscurvature operatornumber theorysecond kindmathematics

Holonomy Restrictions From the Curvature Operator of the Second Kind. Differential Geometry and its Applications (2023)

Jan NienhausPeter PetersenMatthias WinkWilliam Wylie

differential geometrycurvature operatorholonomy restrictionsapplied mathematicssecond kind

Alexandrov Spaces With Maximal Radius. Geometry & Topology (2022)

Karsten GrovePeter Petersen

topologymaximal radiusalexandrov spacesgeometrygeometry and topologyapplied mathematicsgeometric topology

Rigidity of Homogeneous Gradient Soliton Metrics and Related Equations. Differential Geometry and its Applications (2022)

Peter PetersenWilliam Wylie

applied physicsdifferential geometryrelated equationsapplied mathematics

Tachibana-Type Theorems and Special Holonomy. Annals of Global Analysis and Geometry (2022)

Peter PetersenMatthias Wink

global analysisgeometry and topologyspecial holonomytachibana-type theoremsmathematics

Vanishing and Estimation Results for Hodge Numbers. Journal für die reine und angewandte Mathematik (Crelles Journal) (2021)

Peter PetersenMatthias Wink

hodge numbersmathematicsmathematical analysis

New Curvature Conditions for the Bochner Technique. Inventiones mathematicae (2020)

Peter PetersenMatthias Wink

differential geometrymathematicsbochner techniqueapplied mathematics

The Bochner Technique and Weighted Curvatures. Symmetry Integrability and Geometry Methods and Applications (2020)

Peter PetersenMatthias Wink

symmetrytopologybochner techniqueapplied mathematics

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Peter Petersen

Professor of Mathematics

University of California, Los Angeles

Affiliations

the College

Mathematics

Peter Petersen is currently serving as a Mathematics Professor of Mathematics at University of California, Los Angeles.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Peter Petersen

University of California, Los Angeles

Professor of Mathematics

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Vanishing Theorems for Hodge Numbers and the Calabi Curvature Operator. Advances in Mathematics (2026)

Curvature. Oberwolfach Seminars (2024)

Paul BreidingKathlén KohnBernd Sturmfels

Betti Numbers and the Curvature Operator of the Second Kind. Journal of the London Mathematical Society (2023)

Jan NienhausPeter PetersenMatthias Wink

betti numberscurvature operatornumber theorysecond kindmathematics

Holonomy Restrictions From the Curvature Operator of the Second Kind. Differential Geometry and its Applications (2023)

Jan NienhausPeter PetersenMatthias WinkWilliam Wylie

differential geometrycurvature operatorholonomy restrictionsapplied mathematicssecond kind

Alexandrov Spaces With Maximal Radius. Geometry & Topology (2022)

Karsten GrovePeter Petersen

topologymaximal radiusalexandrov spacesgeometrygeometry and topologyapplied mathematicsgeometric topology

Rigidity of Homogeneous Gradient Soliton Metrics and Related Equations. Differential Geometry and its Applications (2022)

Peter PetersenWilliam Wylie

applied physicsdifferential geometryrelated equationsapplied mathematics

Tachibana-Type Theorems and Special Holonomy. Annals of Global Analysis and Geometry (2022)

Peter PetersenMatthias Wink

global analysisgeometry and topologyspecial holonomytachibana-type theoremsmathematics

Vanishing and Estimation Results for Hodge Numbers. Journal für die reine und angewandte Mathematik (Crelles Journal) (2021)

Peter PetersenMatthias Wink

hodge numbersmathematicsmathematical analysis

New Curvature Conditions for the Bochner Technique. Inventiones mathematicae (2020)

Peter PetersenMatthias Wink

differential geometrymathematicsbochner techniqueapplied mathematics

The Bochner Technique and Weighted Curvatures. Symmetry Integrability and Geometry Methods and Applications (2020)

Peter PetersenMatthias Wink

symmetrytopologybochner techniqueapplied mathematics

1
2
3
4
5
9
10 / page

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mathematics

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