Faculty

Institution

Unit

Venue

Richard Bamler

Associate Professor

University of California, Berkeley

Affiliations

College of Letters & Science

Mathematical & Physical Sciences

Mathematics

Richard Bamler is currently serving as a College Of Letters & Science Associate Professor at University of California, Berkeley.

Honors

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Experiences

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Education

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Richard Bamler

University of California, Berkeley

Associate Professor

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applied mathematics ricci flow mathematics geometry and topology topology geometric topology long-time behavior geometry stability mathematical analysis mathematical biology bounded scalar curvature graph theory functional analysis mathematical sciences hydrodynamic stability diffeomorphism groups structure theory simplicial complexes engineering biophysics entropy nonlinear phenomena nonlinear science nonlinear analysis spectral theory topological soliton geometric singular perturbation theory ricci flow proof scalar curvature super ricci flows compactness theory hyperbolic manifolds singular spaces rotational symmetry generalized dehn filling einstein metrics heat kernel curvature bounds

Video Presentations

Notable Scholarly Works

Notable Federal Grants

Collaborators

A Non-KäHler Expanding Ricci Soliton With a KäHler Tangent Cone at Infinity. arXiv (Cornell University) (2026)

ricci solitonkähler tangent conegeometric analysisricci flowdifferential geometry

Degree Theory for 4‐Dimensional Asymptotically Conical Gradient Expanding Solitons. Communications on Pure and Applied Mathematics (2025)

partial differential equationsnonlinear phenomenaphysicsdegree theorynonlinear sciencetopological solitongeometric analysisspectral theorymathematical physicsmathematicsnonlinear analysisgeometric singular perturbation theory

On the Fundamental Group of Non-Collapsed Ancient Ricci Flows. Journal of Mathematical Study (2025)

Richard H. Bamler

ricci flowclassics

A New Complete Two-Dimensional Shrinking Gradient KäHler-Ricci Soliton. Geometric and Functional Analysis (2024)

Richard H. BamlerCharles CifarelliRonan J. ConlonAlix Deruelle

materials sciencefunctional analysisgeometry and topologygeometric analysisapplied mathematicsgeometric modelinggeometric topology

Differentialgeometrie Im Grossen. Oberwolfach Reports (2024)

Richard BamlerOtis ChodoshUrs LangBen Weinkove

physicsdifferential geometry

An Optimal Volume Growth Estimate for Noncollapsed Steady Gradient Ricci Solitons. Peking Mathematical Journal (2023)

Richard H. BamlerPak-Yeung ChanZilu MaYongjia Zhang

mathematical biologyapplied mathematics

Compactness Theory of the Space of Super Ricci Flows. Inventiones mathematicae (2023)

Richard H Bamler

geometry and topologysuper ricci flowscompactness theoryapplied mathematics

Decomposing 4-Manifolds With Positive Scalar Curvature. Advances in Mathematics (2023)

Richard H. BamlerChao LiChristos Mantoulidis

positive scalar curvatureapplied mathematics

Diffeomorphism Groups of Prime 3-Manifolds. Journal für die reine und angewandte Mathematik (Crelles Journal) (2023)

Richard H. BamlerBruce Kleiner

diffeomorphism groupsgraph theory

Some Recent Developments in Ricci Flow. EMS Press eBooks (2023)

Richard H. Bamler

ricci flowdifferential equationsapplied mathematics

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2
3
4
10 / page

Richard Bamler

Associate Professor

University of California, Berkeley

Affiliations

College of Letters & Science

Mathematical & Physical Sciences

Mathematics

Richard Bamler is currently serving as a College Of Letters & Science Associate Professor at University of California, Berkeley.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Richard Bamler

University of California, Berkeley

Associate Professor

You can click a keyword to filter the displayed items

Video Presentations

Notable Scholarly Works

Notable Federal Grants

Collaborators

A Non-KäHler Expanding Ricci Soliton With a KäHler Tangent Cone at Infinity. arXiv (Cornell University) (2026)

ricci solitonkähler tangent conegeometric analysisricci flowdifferential geometry

Degree Theory for 4‐Dimensional Asymptotically Conical Gradient Expanding Solitons. Communications on Pure and Applied Mathematics (2025)

On the Fundamental Group of Non-Collapsed Ancient Ricci Flows. Journal of Mathematical Study (2025)

Richard H. Bamler

ricci flowclassics

A New Complete Two-Dimensional Shrinking Gradient KäHler-Ricci Soliton. Geometric and Functional Analysis (2024)

Richard H. BamlerCharles CifarelliRonan J. ConlonAlix Deruelle

materials sciencefunctional analysisgeometry and topologygeometric analysisapplied mathematicsgeometric modelinggeometric topology

Differentialgeometrie Im Grossen. Oberwolfach Reports (2024)

Richard BamlerOtis ChodoshUrs LangBen Weinkove

physicsdifferential geometry

An Optimal Volume Growth Estimate for Noncollapsed Steady Gradient Ricci Solitons. Peking Mathematical Journal (2023)

Richard H. BamlerPak-Yeung ChanZilu MaYongjia Zhang

mathematical biologyapplied mathematics

Compactness Theory of the Space of Super Ricci Flows. Inventiones mathematicae (2023)

Richard H Bamler

geometry and topologysuper ricci flowscompactness theoryapplied mathematics

Decomposing 4-Manifolds With Positive Scalar Curvature. Advances in Mathematics (2023)

Richard H. BamlerChao LiChristos Mantoulidis

positive scalar curvatureapplied mathematics

Diffeomorphism Groups of Prime 3-Manifolds. Journal für die reine und angewandte Mathematik (Crelles Journal) (2023)

Richard H. BamlerBruce Kleiner

diffeomorphism groupsgraph theory

Some Recent Developments in Ricci Flow. EMS Press eBooks (2023)

Richard H. Bamler

ricci flowdifferential equationsapplied mathematics

1
2
3
4
10 / page

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geometric analysis

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University of California, Irvine

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William Wylie

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