Faculty

Institution

Unit

Venue

Brett Kotschwar

Associate Professor

Arizona State University Digital Immersion

Affiliations

The College of Liberal Arts and Sciences

Natural Science

School of Mathematical and Statistical Sciences

Brett Kotschwar is currently serving as a Natural Science Associate Professor at Arizona State University Digital Immersion.

Honors

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Experiences

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Education

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Brett Kotschwar

Arizona State University Digital Immersion

Associate Professor

You can click a keyword to filter the displayed items

applied mathematics ricci flow mathematics geometric analysis pure mathematics differential geometry gradient ricci solitons ricci solitons biophysics mechanical engineering geometry and topology geometry complex analysis functional analysis mathematical analysis hamiltonian system evolution equations geometric flows gradient estimate heat kernel complete manifolds geometric evolution equations backward uniqueness short proof local curvature estimate higher-order geometric flows holonomy group bounded curvature short-time persistence qualitative behavior uniqueness theorem maximal rate geometric topology integral geometry topology theoretical mathematics

Notable Scholarly Works

Notable Federal Grants

Collaborators

Backward Propagation of Warped Product Structures and Asymptotically Conical Shrinkers. arXiv (Cornell University) (2024)

Kotschwar, Brett

conical shrinkersbackward propagationwarped product structuresapplied mathematics

Ricci Flows Which Terminate in Cones. arXiv (Cornell University) (2024)

Kotschwar, Brett

ricci flowdifferential equationsapplied mathematics

On the Maximal Rate of Convergence Under the Ricci Flow. International Mathematics Research Notices (2020)

Brett Kotschwar

geometric analysismaximal rateapplied mathematicsmathematicsricci flow

Isometries of Asymptotically Conical Shrinking Ricci Solitons. arXiv (Cornell University) (2019)

Brett KotschwarLu Wang

applied physicsricci solitonsparticle physicsapplied mathematics

The Full Holonomy Group Under the Ricci Flow. arXiv (Cornell University) (2019)

Cook, MaryKotschwar, Brett

full holonomy groupricci flowapplied mathematics

A Uniqueness Theorem for Asymptotically Cylindrical Shrinking Ricci Solitons. arXiv (Cornell University) (2017)

Brett KotschwarLu Wang

uniqueness theoremdifferential geometryasymptotic analysisapplied mathematics

KäHlerity of Shrinking Gradient Ricci Solitons Asymptotic to KäHler Cones. Journal of Geometric Analysis (2017)

Brett Kotschwar

geometric analysisgradient ricci solitons

A Local Curvature Estimate for the Ricci Flow. Journal of Functional Analysis (2016)

Brett KotschwarOvidiu MunteanuJiaping Wang

biophysicsmathematical analysisfunctional analysismechanical engineeringlocal curvature estimateapplied mathematicsricci flow

A Short Proof of Backward Uniqueness for Some Geometric Evolution Equations. International Journal of Mathematics (2016)

Brett Kotschwar

geometric analysisshort proofgeometric evolution equationsevolution equationsapplied mathematicsbackward uniquenessmathematicspure mathematics

An Energy Approach to Uniqueness for Higher-Order Geometric Flows. Journal of Geometric Analysis (2015)

Brett Kotschwar

geometric flowsgeometric analysishigher-order geometric flows

1
2
10 / page

Brett Kotschwar

Associate Professor

Arizona State University Digital Immersion

Affiliations

The College of Liberal Arts and Sciences

Natural Science

School of Mathematical and Statistical Sciences

Brett Kotschwar is currently serving as a Natural Science Associate Professor at Arizona State University Digital Immersion.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Brett Kotschwar

Arizona State University Digital Immersion

Associate Professor

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Backward Propagation of Warped Product Structures and Asymptotically Conical Shrinkers. arXiv (Cornell University) (2024)

Kotschwar, Brett

conical shrinkersbackward propagationwarped product structuresapplied mathematics

Ricci Flows Which Terminate in Cones. arXiv (Cornell University) (2024)

Kotschwar, Brett

ricci flowdifferential equationsapplied mathematics

On the Maximal Rate of Convergence Under the Ricci Flow. International Mathematics Research Notices (2020)

Brett Kotschwar

geometric analysismaximal rateapplied mathematicsmathematicsricci flow

Isometries of Asymptotically Conical Shrinking Ricci Solitons. arXiv (Cornell University) (2019)

Brett KotschwarLu Wang

applied physicsricci solitonsparticle physicsapplied mathematics

The Full Holonomy Group Under the Ricci Flow. arXiv (Cornell University) (2019)

Cook, MaryKotschwar, Brett

full holonomy groupricci flowapplied mathematics

A Uniqueness Theorem for Asymptotically Cylindrical Shrinking Ricci Solitons. arXiv (Cornell University) (2017)

Brett KotschwarLu Wang

uniqueness theoremdifferential geometryasymptotic analysisapplied mathematics

KäHlerity of Shrinking Gradient Ricci Solitons Asymptotic to KäHler Cones. Journal of Geometric Analysis (2017)

Brett Kotschwar

geometric analysisgradient ricci solitons

A Local Curvature Estimate for the Ricci Flow. Journal of Functional Analysis (2016)

Brett KotschwarOvidiu MunteanuJiaping Wang

biophysicsmathematical analysisfunctional analysismechanical engineeringlocal curvature estimateapplied mathematicsricci flow

A Short Proof of Backward Uniqueness for Some Geometric Evolution Equations. International Journal of Mathematics (2016)

Brett Kotschwar

geometric analysisshort proofgeometric evolution equationsevolution equationsapplied mathematicsbackward uniquenessmathematicspure mathematics

An Energy Approach to Uniqueness for Higher-Order Geometric Flows. Journal of Geometric Analysis (2015)

Brett Kotschwar

geometric flowsgeometric analysishigher-order geometric flows

1
2
10 / page

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Similar Faculty Members

Peng Lu

Institution

University of Oregon

mathematics

applied mathematics

Richard Bamler

Institution

University of California, Berkeley

applied mathematics

ricci flow

David Singer

Institution

Case Western Reserve University

variational problems

integrable system

William Wylie

Institution

Syracuse University

geometric analysis

geometric flow

Ovidiu Munteanu

Institution

University of Connecticut

geometric flow

riemannian manifold

Piotr Mikusinski

Institution

University of Central Florida

applied mathematics

mathematics

Florian Frick

Institution

Carnegie Mellon University

numerical mathematics

general systems

Alexander Furman

Institution

University of Illinois Chicago

deterministic dynamical system

general system

Daniel Ruberman

Institution

Brandeis University

mathematics

topology

Boris Shekhtman

Institution

University of South Florida

spectral theory

functional analysis