Faculty

Institution

Unit

Venue

Peng Lu

Professor

University of Oregon

Affiliations

College of Arts and Sciences

Mathematics

Peng Lu is currently serving as a College Of Arts And Sciences Professor at University of Oregon.

Honors

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Experiences

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Education

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Peng Lu

University of Oregon

Professor

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mathematics applied mathematics ricci flow geometric analysis mathematical analysis geometry geometry and topology mathematical sciences topology differential geometry pure mathematics geometric topology ancient solutions geometric flows conformal ricci flow gradient ricci solitons geometric modeling applied algebra riemannian manifold global analysis engineering mathematics materials science communication theoretical physics boundary value problems mathematical optimization higher education financial stability hamiltonian theory theoretical mathematics analytic number theory hamiltonian system manifold modeling knot theory riemannian geometry calculus of variations complex geometry shadowed set financial mathematics global geometry stability analysis hydrodynamic stability numerical method for partial differential equation fast diffusion equations porous medium local aronson-benilan estimates entropy formulae riemann surfaces scalar curvatures local curvature bound basic topology positive avr ricci shrinkers ricci curvature decay asymptotic cones nonnegative curvature

Notable Scholarly Works

Notable Federal Grants

Collaborators

Conformal Bach Flow. Annals of Global Analysis and Geometry (2023)

Jiaqi ChenPeng LuJie Qing

geometryconformal bach flowapplied mathematicsglobal analysis

Ancient Solutions for Andrews’ Hypersurface Flow. Journal für die reine und angewandte Mathematik (Crelles Journal) (2020)

Peng LuJiuru Zhou

ancient solutionshypersurface flowmathematics

Ancient Solutions on Bundles With Non-Abelian Structural Group. Communications in Analysis and Geometry (2020)

Peng LuY. K. Wang

geometric analysisgeometryancient solutionsnon-abelian structural groupmathematicsgeometry and topology

Monotonicity of Functionals Along Conformal Ricci Flow. Proceedings of the American Mathematical Society (2020)

Fengjiang LiPeng LuJianhong WangYu Zheng

applied mathematicspure mathematicsconformal ricci flowmathematicsricci flow

Conformal Ricci Flow on Asymptotically Hyperbolic Manifolds. Science China Mathematics (2018)

Peng LuJie QingYu Zheng

asymptotic analysisapplied mathematicsconformal ricci flowhyperbolic manifoldsdifferential geometrygeometry and topology

Ancient Solutions of the Ricci Flow on Bundles. Advances in Mathematics (2017)

Peng LuY.K. Wang

pure mathematicsricci flowancient solutionsmathematics

New Proofs of Perelman’s Theorem on Shrinking Breathers in Ricci Flow. Journal of Geometric Analysis (2017)

Peng LuYu Zheng

geometryricci flowapplied mathematicsgeometric analysis

Ancient Ricci Flow Solutions on Bundles. arXiv (Cornell University) (2016)

Peng LuY. K. Wang

geometric flowsapplied mathematicsgeometric analysispartial differential equationsgeometric modelingmathematicsdifferential equationsricci flowalgebraic geometry

On $$\Kappa $$ κ -Noncollapsed Complete Noncompact Shrinking Gradient Ricci Solitons Which Split at Infinity. Mathematische Annalen (2016)

Bennett ChowPeng Lu

applied mathematicscomplex geometrygradient ricci solitonsgeometryricci flowgeometric topologymathematicsalgebradifferential geometrygeometry and topologyalgebraic geometry

A Bound for the Order of the Fundamental Group of a Complete Noncompact Ricci Shrinker. Proceedings of the American Mathematical Society (2015)

Bennett ChowPeng Lu

pure mathematicsgroup theoryfundamental groupmathematicsknot theory

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10 / page

Peng Lu

Professor

University of Oregon

Affiliations

College of Arts and Sciences

Mathematics

Peng Lu is currently serving as a College Of Arts And Sciences Professor at University of Oregon.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Peng Lu

University of Oregon

Professor

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Conformal Bach Flow. Annals of Global Analysis and Geometry (2023)

Jiaqi ChenPeng LuJie Qing

geometryconformal bach flowapplied mathematicsglobal analysis

Ancient Solutions for Andrews’ Hypersurface Flow. Journal für die reine und angewandte Mathematik (Crelles Journal) (2020)

Peng LuJiuru Zhou

ancient solutionshypersurface flowmathematics

Ancient Solutions on Bundles With Non-Abelian Structural Group. Communications in Analysis and Geometry (2020)

Peng LuY. K. Wang

geometric analysisgeometryancient solutionsnon-abelian structural groupmathematicsgeometry and topology

Monotonicity of Functionals Along Conformal Ricci Flow. Proceedings of the American Mathematical Society (2020)

Fengjiang LiPeng LuJianhong WangYu Zheng

applied mathematicspure mathematicsconformal ricci flowmathematicsricci flow

Conformal Ricci Flow on Asymptotically Hyperbolic Manifolds. Science China Mathematics (2018)

Peng LuJie QingYu Zheng

asymptotic analysisapplied mathematicsconformal ricci flowhyperbolic manifoldsdifferential geometrygeometry and topology

Ancient Solutions of the Ricci Flow on Bundles. Advances in Mathematics (2017)

Peng LuY.K. Wang

pure mathematicsricci flowancient solutionsmathematics

New Proofs of Perelman’s Theorem on Shrinking Breathers in Ricci Flow. Journal of Geometric Analysis (2017)

Peng LuYu Zheng

geometryricci flowapplied mathematicsgeometric analysis

Ancient Ricci Flow Solutions on Bundles. arXiv (Cornell University) (2016)

Peng LuY. K. Wang

geometric flowsapplied mathematicsgeometric analysispartial differential equationsgeometric modelingmathematicsdifferential equationsricci flowalgebraic geometry

On $$\Kappa $$ κ -Noncollapsed Complete Noncompact Shrinking Gradient Ricci Solitons Which Split at Infinity. Mathematische Annalen (2016)

Bennett ChowPeng Lu

applied mathematicscomplex geometrygradient ricci solitonsgeometryricci flowgeometric topologymathematicsalgebradifferential geometrygeometry and topologyalgebraic geometry

A Bound for the Order of the Fundamental Group of a Complete Noncompact Ricci Shrinker. Proceedings of the American Mathematical Society (2015)

Bennett ChowPeng Lu

pure mathematicsgroup theoryfundamental groupmathematicsknot theory

1
2
3
4
5
10 / page

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