Faculty

Institution

Unit

Venue

Paul C. Yang

Professor

Princeton University

Affiliations

Natural Sciences.

Department of Mathematics

Paul C. Yang is currently serving as a Mathematics Professor at Princeton University.

Honors

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Experiences

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Education

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Paul C. Yang

Princeton University

Professor

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applied mathematics mathematics geometry and topology differential geometry numerical analysis mathematical analysis geometric topology pure mathematics spectral theory mathematical sciences geometric analysis number theory analytic number theory algebraic geometry theoretical analysis heisenberg group applied algebra manifold modeling riemannian manifold nonlinear analysis numerical mathematics complex geometry perturbation methods conformal field theory theoretical mathematics mathematical optimization calculus of variations paneitz operators conformal geometry pseudohermitian geometry minimal surfaces conformal metrics mechanical engineering combinatorial theory function spaces boundary value problems facies analysis knot theory lower bounds modern algebra manifold learning geometrical accuracy regularization (mathematics) measure theory extremal metrics zeta function determinants scalar curvature cr pluriharmonic functions conformal invariants cr manifolds paneitz energy three-dimensional cr manifolds curvature equation cr paneitz operator biostatistics control optimization mathematical programming mathematics education foundation of mathematics geometry of numbers variational analysis gaussian analysis gaussian process parameter identification riemannian geometry metric graph theory comparative analysis singularly perturbed problem algebraic analysis uniform terminology computational problems discrete dynamical systems rational mechanic geometric partial differential equation

Notable Scholarly Works

Notable Federal Grants

Collaborators

A Characterization of Homogeneous Three-Dimensional Cr Manifolds. Revista Matemática Iberoamericana (2024)

Jih-Hsin ChengAndrea MalchiodiPaul Yang

manifold modelinggeometry and topologygeometric analysisspectral theoryriemannian manifoldcomplex geometryapplied mathematicsmathematicsgeometric modelingdifferential geometrygeometrygeometric topology

On the Variation of the Einstein–Hilbert Action in Pseudohermitian Geometry. Journal für die reine und angewandte Mathematik (Crelles Journal) (2024)

Claudio AfeltraJih-Hsin ChengAndrea MalchiodiPaul YangXiaodong Wang

mathematicsgeometryeinstein-hilbert actionpseudohermitian geometry

On the Sobolev Quotient of Three-Dimensional Cr Manifolds. Revista Matemática Iberoamericana (2023)

Jih-Hsin ChengAndrea MalchiodiPaul Yang

manifold modelinggeometry and topologythree-dimensional cr manifoldsspectral theoryriemannian manifoldsobolev quotientapplied mathematicsdifferential geometrygeometric topology

The Neumann Problem on the Clifford Torus in $\Mathbb{S}^3$. arXiv (Cornell University) (2023)

Case, Jeffrey S.Chen, EricWang, YiYang, PaulYung, Po-Lam

particle physicsclifford torusneumann problemapplied mathematics

The Neumann Problem on the Domain in 𝕊 3 Bounded by the Clifford Torus. Advanced Nonlinear Studies (2023)

Jeffrey S. CaseEric ChenYi WangPaul YangPo-Lam Yung

numerical analysisclifford torusneumann problemapplied mathematics

The Lichnerowicz–Obata Theorem for the Kohn Laplacian in Three Dimensions. Advances in Mathematics (2021)

Jeffrey S. CasePaul Yang

mathematical analysisanalytic number theorylichnerowicz-obata theoremgraph theorykohn laplacianapplied mathematicsmathematics

Geometric Analysis: Cetraro, Italy 2018. (2020)

Ailana FraserAndré NevesPeter ToppingPaul C. YangMatthew J. GurskyAndrea Malchiodi

geometrygeometric analysisapplied mathematics

Pseudo-Hermitian Geometry in 3d. Lecture notes in mathematics (2020)

Paul C. Yang

mathematicspseudo-hermitian geometrygeometry

Some Remarks on the Geometry of a Class of Locally Conformally Flat Metrics. Progress in mathematics (2020)

Sun-Yung A. ChangZheng-Chao HanPaul Yang

geometry and topologymathematicsflat metrics

An Integral Formula for the $Q$-Prime Curvature in 3-Dimensional Cr Geometry. Proceedings of the American Mathematical Society (2018)

Jeffrey S. CaseJih-Hsin ChengPaul Yang

geometryintegral formulaintegral geometryapplied mathematics

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Paul C. Yang

Professor

Princeton University

Affiliations

Natural Sciences.

Department of Mathematics

Paul C. Yang is currently serving as a Mathematics Professor at Princeton University.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Paul C. Yang

Princeton University

Professor

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

A Characterization of Homogeneous Three-Dimensional Cr Manifolds. Revista Matemática Iberoamericana (2024)

Jih-Hsin ChengAndrea MalchiodiPaul Yang

On the Variation of the Einstein–Hilbert Action in Pseudohermitian Geometry. Journal für die reine und angewandte Mathematik (Crelles Journal) (2024)

Claudio AfeltraJih-Hsin ChengAndrea MalchiodiPaul YangXiaodong Wang

mathematicsgeometryeinstein-hilbert actionpseudohermitian geometry

On the Sobolev Quotient of Three-Dimensional Cr Manifolds. Revista Matemática Iberoamericana (2023)

Jih-Hsin ChengAndrea MalchiodiPaul Yang

manifold modelinggeometry and topologythree-dimensional cr manifoldsspectral theoryriemannian manifoldsobolev quotientapplied mathematicsdifferential geometrygeometric topology

The Neumann Problem on the Clifford Torus in $\Mathbb{S}^3$. arXiv (Cornell University) (2023)

Case, Jeffrey S.Chen, EricWang, YiYang, PaulYung, Po-Lam

particle physicsclifford torusneumann problemapplied mathematics

The Neumann Problem on the Domain in 𝕊 3 Bounded by the Clifford Torus. Advanced Nonlinear Studies (2023)

Jeffrey S. CaseEric ChenYi WangPaul YangPo-Lam Yung

numerical analysisclifford torusneumann problemapplied mathematics

The Lichnerowicz–Obata Theorem for the Kohn Laplacian in Three Dimensions. Advances in Mathematics (2021)

Jeffrey S. CasePaul Yang

mathematical analysisanalytic number theorylichnerowicz-obata theoremgraph theorykohn laplacianapplied mathematicsmathematics

Geometric Analysis: Cetraro, Italy 2018. (2020)

Ailana FraserAndré NevesPeter ToppingPaul C. YangMatthew J. GurskyAndrea Malchiodi

geometrygeometric analysisapplied mathematics

Pseudo-Hermitian Geometry in 3d. Lecture notes in mathematics (2020)

Paul C. Yang

mathematicspseudo-hermitian geometrygeometry

Some Remarks on the Geometry of a Class of Locally Conformally Flat Metrics. Progress in mathematics (2020)

Sun-Yung A. ChangZheng-Chao HanPaul Yang

geometry and topologymathematicsflat metrics

An Integral Formula for the $Q$-Prime Curvature in 3-Dimensional Cr Geometry. Proceedings of the American Mathematical Society (2018)

Jeffrey S. CaseJih-Hsin ChengPaul Yang

geometryintegral formulaintegral geometryapplied mathematics

1
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4
5
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10 / page

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