Faculty

Institution

Unit

Venue

Jeffrey D. Streets

Professor

University of California, Irvine

Affiliations

School of Physical Sciences

Department of Mathematics

Jeffrey D. Streets is currently serving as a Mathematics Professor at University of California, Irvine.

Honors

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Experiences

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Education

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Jeffrey D. Streets

University of California, Irvine

Professor

You can click a keyword to filter the displayed items

applied mathematics mathematics fluid dynamics ricci flow geometry and topology topology geometry mathematical physics geometric analysis mathematical sciences physics differential geometry mathematical analysis optimal transport applied physics entropy geometric topology fluid flow complex geometry complex surfaces gradient flow gauge theory geometric flows information theory yang-mills flow mathematical optimization gauge field theory manifold modeling flow physics riemannian geometry pluriclosed flow conformal classes formal riemannian structure generalized kahler manifolds ricci yang-mills flow generalized kahler geometry variational structure computational intelligence numerical simulations nonlinear dynamics boundary value problems energy research symptom management medical history integrative medicine clinical investigation internal medicine energy optimization energy minimization global analysis geometric partial differential equation hydrodynamic stability analytic number theory singularly perturbed problem intermediate representation structural collapse collapse behaviour density estimation general relativity conformity conformational studies evidence-based medicine clinical populations general internal medicine clinical disease pluriclosed metrics parabolic flow hermitian curvature flow kahler geometry connection ricci flow movement solutions

Video Presentations

Notable Scholarly Works

Notable Federal Grants

Collaborators

Optimal Transport and Generalized Ricci Flow. Symmetry Integrability and Geometry Methods and Applications (2024)

Eva KopferJeffrey Streets

fluid dynamicsricci flowoptimal transportsymmetryapplied mathematicsgeneralized ricci flow

The Riemannian and Symplectic Geometry of the Space of Generalized KäHler Structures. Commentarii Mathematici Helvetici (2024)

Vestislav ApostolovJeffrey StreetsYury Ustinovskiy

generalized kahler structurestopologysymplectic geometryriemannian geometry

Bochner Formulas, Functional Inequalities and Generalized Ricci Flow. Journal of Functional Analysis (2023)

Eva KopferJeffrey Streets

functional analysisricci flowfunctional inequalitiesbochner formulasgeneralized ricci flowapplied mathematics

Non-KäHler Calabi-Yau Geometry and Pluriclosed Flow. Journal de Mathématiques Pures et Appliquées (2023)

Mario Garcia-FernandezJoshua JordanJeffrey Streets

geometry and topologyapplied mathematicsnon-kahler calabi-yau geometry

Scalar Curvature, Entropy, and Generalized Ricci Flow. International Mathematics Research Notices (2023)

Jeffrey Streets

mathematicsricci flowgeometric analysisscalar curvatureentropy

Codimension Four Regularity of Generalized Einstein Structures. Mathematische Annalen (2022)

Xin FuAaron NaberJeffrey Streets

particle physicstopologymathematical physicsmathematicsgeneral relativitygeneralized einstein structures

Four-Dimensional Generalized Ricci Flows With Nilpotent Symmetry. Communications in Contemporary Mathematics (2022)

Steven GindiJeffrey Streets

communicationcommunication theorynilpotent symmetryapplied mathematics

KäHler Stability of Symplectic Forms. Journal of Geometric Analysis (2022)

Jeffrey StreetsGang Tian

geometric topologygeometry and topologygeometrysymplectic geometrygeometric analysiskahler stabilityapplied mathematicssymplectic forms

The Gibbons–Hawking Ansatz in Generalized KäHler Geometry. Communications in Mathematical Physics (2022)

Jeffrey StreetsYury Ustinovskiy

gibbons-hawking ansatzmathematical physicsapplied mathematicsgeneralized kahler geometry

Variational Structure and Uniqueness of Generalized KäHler–Ricci Solitons. Peking Mathematical Journal (2022)

Vestislav ApostolovJeffrey StreetsYury Ustinovskiy

variational structuremathematical biologygeneralized kahler-ricci solitonsmathematics

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Jeffrey D. Streets

Professor

University of California, Irvine

Affiliations

School of Physical Sciences

Department of Mathematics

Jeffrey D. Streets is currently serving as a Mathematics Professor at University of California, Irvine.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Jeffrey D. Streets

University of California, Irvine

Professor

You can click a keyword to filter the displayed items

Video Presentations

Notable Scholarly Works

Notable Federal Grants

Collaborators

Optimal Transport and Generalized Ricci Flow. Symmetry Integrability and Geometry Methods and Applications (2024)

Eva KopferJeffrey Streets

fluid dynamicsricci flowoptimal transportsymmetryapplied mathematicsgeneralized ricci flow

The Riemannian and Symplectic Geometry of the Space of Generalized KäHler Structures. Commentarii Mathematici Helvetici (2024)

Vestislav ApostolovJeffrey StreetsYury Ustinovskiy

generalized kahler structurestopologysymplectic geometryriemannian geometry

Bochner Formulas, Functional Inequalities and Generalized Ricci Flow. Journal of Functional Analysis (2023)

Eva KopferJeffrey Streets

functional analysisricci flowfunctional inequalitiesbochner formulasgeneralized ricci flowapplied mathematics

Non-KäHler Calabi-Yau Geometry and Pluriclosed Flow. Journal de Mathématiques Pures et Appliquées (2023)

Mario Garcia-FernandezJoshua JordanJeffrey Streets

geometry and topologyapplied mathematicsnon-kahler calabi-yau geometry

Scalar Curvature, Entropy, and Generalized Ricci Flow. International Mathematics Research Notices (2023)

Jeffrey Streets

mathematicsricci flowgeometric analysisscalar curvatureentropy

Codimension Four Regularity of Generalized Einstein Structures. Mathematische Annalen (2022)

Xin FuAaron NaberJeffrey Streets

particle physicstopologymathematical physicsmathematicsgeneral relativitygeneralized einstein structures

Four-Dimensional Generalized Ricci Flows With Nilpotent Symmetry. Communications in Contemporary Mathematics (2022)

Steven GindiJeffrey Streets

communicationcommunication theorynilpotent symmetryapplied mathematics

KäHler Stability of Symplectic Forms. Journal of Geometric Analysis (2022)

Jeffrey StreetsGang Tian

geometric topologygeometry and topologygeometrysymplectic geometrygeometric analysiskahler stabilityapplied mathematicssymplectic forms

The Gibbons–Hawking Ansatz in Generalized KäHler Geometry. Communications in Mathematical Physics (2022)

Jeffrey StreetsYury Ustinovskiy

gibbons-hawking ansatzmathematical physicsapplied mathematicsgeneralized kahler geometry

Variational Structure and Uniqueness of Generalized KäHler–Ricci Solitons. Peking Mathematical Journal (2022)

Vestislav ApostolovJeffrey StreetsYury Ustinovskiy

variational structuremathematical biologygeneralized kahler-ricci solitonsmathematics

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5
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