Faculty

Institution

Unit

Venue

Yu Deng

Assistant Professor

University of Southern California

Affiliations

College of Letters, Arts and Sciences

Natural Sciences

Mathematics

Yu Deng is currently serving as a College Of Letters, Arts And Sciences Assistant Professor at University of Southern California.

Honors

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Experiences

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Education

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Yu Deng

University of Southern California

Assistant Professor

You can click a keyword to filter the displayed items

applied mathematics mathematical physics mathematics physics fluid dynamics nonlinear phenomena wave theory mathematical sciences wave propagation fluid mechanics statistical mechanics nonlinear science fluid flow wave motion applied physics pure mathematics nonlinear analysis statistical physics gibbs measure irrational tori mathematical analysis particle physics global analysis nonlinear hyperbolic problem integrable systems global solutions global strong solutions nonlinear dynamics spectral theory fluid science analytic number theory surface waves kam theory riemann-hilbert problem wave kinetic equation strichartz estimates invariant gibbs measures rational mechanic hydrodynamic stability turbulence modeling kinetics (physics) wave mechanics capillarity phenomenon hyperbolic conservation laws potential theory nonlinear functional analysis nonlinear wave propagation random radial data schrodinger equation dimension three gravity-capillary water-wave system couette flow long time behaviour electromagnetism number theory machine learning research numerical simulations atmospheric research mathematical optimization numerical mathematics theoretical analysis applied algebra information theory chaos theory theoretical mathematics wave group nonlinear equations geophysical flows flow physics compressible flows hamiltonian theory mathematical statistical physic euler-maxwell system long-time instability low gevrey spaces benjamin-ono equation lie point symmetry topological soliton mathematical puzzles

Notable Scholarly Works

Notable Federal Grants

Collaborators

Invariant Gibbs Measures and Global Strong Solutions for Nonlinear SchröDinger Equations in Dimension Two. Annals of Mathematics (2024)

Yu DengAndrea NahmodHaitian Yue

particle physicsnonlinear schrodinger equationsglobal strong solutionsdimension twoapplied mathematicsinvariant gibbs measures

Invariant Gibbs Measures for the Three Dimensional Cubic Nonlinear Wave Equation. Inventiones mathematicae (2024)

Bjoern BringmannYu DengAndrea R. NahmodHaitian Yue

computer sciencemathematical physicsmathematicsinvariant gibbs measuresapplied mathematicsmathematical sciences

On the Wave Turbulence Theory of 2D Gravity Waves, I: Deterministic Energy Estimates. Communications on Pure and Applied Mathematics (2024)

Yu DengAlexandru D. IonescuFabio Pusateri

wave propagationatmospheric researchnumerical simulationsphysicswave theorypure mathematicsfluid dynamicsmathematicsgravity wavesdeterministic energy estimateswave turbulence theoryapplied mathematics

Propagation of Chaos and Higher Order Statistics in Wave Kinetic Theory. Journal of the European Mathematical Society (2024)

Yu DengZaher Hani

higher order statisticsmathematical physicsapplied mathematicschaos theorywave kinetic theory

Recent Progress on the Mathematical Theory of Wave Turbulence. Trends in mathematics (2024)

Yu Deng

mathematical optimizationwave turbulencenonlinear sciencepure mathematicswave nonlinearitytheoretical mathematicsnonlinear phenomenawave motionmathematical physicsmathematicsnumerical mathematicsturbulence modelingnumerical analysismathematical scienceswave propagationmathematical theorywave theoryfluid dynamicsapplied mathematics

The Probabilistic Scaling Paradigm. Vietnam Journal of Mathematics (2024)

Yu DengAndrea R. NahmodHaitian Yue

probabilistic scaling paradigmmathematicsprobability theoryapplied mathematicsstatistics

Full Derivation of the Wave Kinetic Equation. Inventiones mathematicae (2023)

Yu DengZaher Hani

mathematical physicsapplied mathematicsmathematicsfull derivationwave kinetic equationmathematical sciences

Long‐Time Instability of the Couette Flow in Low Gevrey Spaces. Communications on Pure and Applied Mathematics (2023)

Yu DengNader Masmoudi

long-time instabilitycouette flowpure mathematicsfluid dynamicsapplied algebramathematical analysislow gevrey spacesapplied mathematics

Rigorous Justification of the Wave Kinetic Theory. arXiv (Cornell University) (2022)

Deng, YuHani, Zaher

nonlinear phenomenanonlinear sciencephysicswave theorynumerical analysiskinetics (physics)rigorous justificationapplied physicsapplied mathematicswave kinetic theory

Strichartz Estimates for the SchröDinger Equation on Non-Rectangular Two-Dimensional Tori. American Journal of Mathematics (2022)

Yu DengPierre GermainLarry GuthSimon L. Rydin Myerson

analytic number theorystrichartz estimatesparticle physicsnon-rectangular two-dimensional torimathematical physicsschrodinger equationapplied mathematics

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Yu Deng

Assistant Professor

University of Southern California

Affiliations

College of Letters, Arts and Sciences

Natural Sciences

Mathematics

Yu Deng is currently serving as a College Of Letters, Arts And Sciences Assistant Professor at University of Southern California.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Yu Deng

University of Southern California

Assistant Professor

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Invariant Gibbs Measures and Global Strong Solutions for Nonlinear SchröDinger Equations in Dimension Two. Annals of Mathematics (2024)

Yu DengAndrea NahmodHaitian Yue

particle physicsnonlinear schrodinger equationsglobal strong solutionsdimension twoapplied mathematicsinvariant gibbs measures

Invariant Gibbs Measures for the Three Dimensional Cubic Nonlinear Wave Equation. Inventiones mathematicae (2024)

Bjoern BringmannYu DengAndrea R. NahmodHaitian Yue

computer sciencemathematical physicsmathematicsinvariant gibbs measuresapplied mathematicsmathematical sciences

On the Wave Turbulence Theory of 2D Gravity Waves, I: Deterministic Energy Estimates. Communications on Pure and Applied Mathematics (2024)

Yu DengAlexandru D. IonescuFabio Pusateri

Propagation of Chaos and Higher Order Statistics in Wave Kinetic Theory. Journal of the European Mathematical Society (2024)

Yu DengZaher Hani

higher order statisticsmathematical physicsapplied mathematicschaos theorywave kinetic theory

Recent Progress on the Mathematical Theory of Wave Turbulence. Trends in mathematics (2024)

Yu Deng

The Probabilistic Scaling Paradigm. Vietnam Journal of Mathematics (2024)

Yu DengAndrea R. NahmodHaitian Yue

probabilistic scaling paradigmmathematicsprobability theoryapplied mathematicsstatistics

Full Derivation of the Wave Kinetic Equation. Inventiones mathematicae (2023)

Yu DengZaher Hani

mathematical physicsapplied mathematicsmathematicsfull derivationwave kinetic equationmathematical sciences

Long‐Time Instability of the Couette Flow in Low Gevrey Spaces. Communications on Pure and Applied Mathematics (2023)

Yu DengNader Masmoudi

long-time instabilitycouette flowpure mathematicsfluid dynamicsapplied algebramathematical analysislow gevrey spacesapplied mathematics

Rigorous Justification of the Wave Kinetic Theory. arXiv (Cornell University) (2022)

Deng, YuHani, Zaher

nonlinear phenomenanonlinear sciencephysicswave theorynumerical analysiskinetics (physics)rigorous justificationapplied physicsapplied mathematicswave kinetic theory

Strichartz Estimates for the SchröDinger Equation on Non-Rectangular Two-Dimensional Tori. American Journal of Mathematics (2022)

Yu DengPierre GermainLarry GuthSimon L. Rydin Myerson

analytic number theorystrichartz estimatesparticle physicsnon-rectangular two-dimensional torimathematical physicsschrodinger equationapplied mathematics

1
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3
4
5
10 / page

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Similar Faculty Members

Nikolaos Tzirakis

Institution

University of Illinois Urbana-Champaign

applied mathematics

nonlinear hyperbolic problem

Jalal M. I. Shatah

Institution

New York University

nonlinear hyperbolic problem

hyperbolic equation

Vera Mikyoung Hur

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ocean engineering

earth science

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applied mathematical modelling

geometry

Tristan Buckmaster

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hydrodynamic stability

fluid equations

Juraj Foldes

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applied mathematics

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Peter A. Perry

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spectral theory

inverse scattering transforms

Atanas Stefanov

Institution

University of Alabama at Birmingham

applied mathematics

mathematical physics

Jared Bronski

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nonlinear wave propagation

wave group

Mat Johnson

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mathematical physics

nonlinear phenomena