Faculty

Institution

Unit

Venue

Jared Speck

Stevenson Professor Vice Chair

Vanderbilt University

Affiliations

College of Arts and Science

Mathematics

Jared Speck is currently serving as a College Of Arts And Science Stevenson Professor Vice Chair at Vanderbilt University.

Honors

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Experiences

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Education

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Jared Speck

Vanderbilt University

Stevenson Professor Vice Chair

You can click a keyword to filter the displayed items

applied mathematics mathematics mathematical physics mathematical sciences fluid dynamics boundary value problems physics partial differential equations general relativity wave theory particle physics fluid mechanics wave nonlinearity nonlinear phenomena nonlinear analysis integrable systems global analysis applied physics mathematical analysis shock waves compressible flows shock formation compressible euler flow theoretical physics nonlinear science nonlinear hyperbolic problem hyperbolic conservation laws compressible euler equations cosmology nonlinear wave propagation microlocal analysis integral geometry positive cosmological constant relativistic euler equations rational mechanic modern physics fluid flow numerical algorithms special relativity wave motion hyperbolic equations parabolic equations incompressible flow shock compression nonlinear future stability flrw family irrotational euler-einstein system quasilinear wave equations einstein-scalar field system relativistic fluids euler-nordstrom system cosmological constant regularity properties einstein-vacuum equations numerical simulations nonlinear dynamics geophysical research mathematical optimization global optimization theoretical high-energy physics uneven development information theory coxeter group black hole dynamic black holes hydrodynamic stability geometric relativity gravitation theory nonlinear equations geometric partial differential equation unsteady flows vortex dynamics derivative-free optimization geometric quantization gabor expansion euler-einstein system singularity formation nonlinear pdes geometry applied mathematical modelling

Notable Scholarly Works

Notable Federal Grants

Collaborators

Advances in the Theory of Multi-Dimensional Shock Waves for the Compressible Euler Equations. (2024)

compressible euler equationsfluid dynamicsapplied mathematicsfluid mechanicshyperbolic conservation lawspartial differential equationscompressible flowsnonlinear hyperbolic problemshock compressionphysicsmathematicsmulti-dimensional shock wavesnonlinear phenomenashock waveswave theorywave nonlinearitynonlinear analysis

Remarkable Localized Integral Identities for 3D Compressible Euler Flow and the Double-Null Framework. Archive for Rational Mechanics and Analysis (2024)

fluid dynamicsapplied mathematicsfluid mechanicscompressible euler flowdouble-null frameworknumerical mathematicspartial differential equationscompressible flowsmathematicsboundary value problemsdifferential geometryincompressible flow

The Stability of Simple Plane-Symmetric Shock Formation for Three-Dimensional Compressible Euler Flow With Vorticity and Entropy. Analysis & PDE (2024)

Jonathan LukJared Speck

fluid dynamicsapplied mathematicsfluid mechanicsapplied physicsstabilityhydrodynamic stability

Stable Big Bang Formation for Einstein’s Equations: The Complete Sub-Critical Regime. Journal of the American Mathematical Society (2023)

Grigorios FournodavlosIgor RodnianskiJared Speck

theoretical physicsmathematical physicscomplete sub-critical regimeastronomyphysicstheoretical high-energy physicsplanetary sciencesmathematical sciences

The Relativistic Euler Equations: Esi Notes on Their Geo-Analytic Structures and Implications for Shocks in 1D and Multi-Dimensions. Classical and Quantum Gravity (2023)

Leonardo AbbresciaJared Speck

mathematical physicsgeneral relativityesi notesapplied mathematicsgeo-analytic structuresrelativistic euler equationsearth sciencephysics

Rough Sound Waves in 3D Compressible Euler Flow With Vorticity. Selecta Mathematica (2022)

Marcelo M. DisconziChenyun LuoGiusy MazzoneJared Speck

fluid mechanicscompressible euler flowfluid dynamicsapplied mathematics

The Emergence of the Singular Boundary From the Crease in $3D$ Compressible Euler Flow. arXiv (Cornell University) (2022)

Abbrescia, LeoSpeck, Jared

fluid dynamicsapplied mathematicsfluid mechanicscompressible euler flowcompressible flowssingular boundary

On the Nature of Hawking’s Incompleteness for the Einstein-Vacuum Equations: The Regime of Moderately Spatially Anisotropic Initial Data. Journal of the European Mathematical Society (2021)

theoretical physicsmathematical physicsmodern physicsgeneral relativityintroduction to general relativityapplied mathematicsgravityblack hole dynamicphysicsinitial datablack holeseinstein-vacuum equations

On the Nature of Hawking’s Incompleteness for the Einstein-Vacuum Equations: The Regime of Moderately Spatially Anisotropic Initial Data. Journal of the European Mathematical Society (2021)

Igor RodnianskiJared Speck

fluid dynamicsmathematical physicsmathematical logicgeneral relativityapplied mathematicsmathematicspure mathematicseinstein-vacuum equationsphysicsmathematical analysismathematical sciences

The Stability of Simple Plane-Symmetric Shock Formation for 3D Compressible Euler Flow With Vorticity and Entropy. arXiv (Cornell University) (2021)

fluid dynamicsapplied mathematicsfluid mechanicsfluid flowcompressible euler flowcompressible flowsaerospace engineeringphysicsshock wavesincompressible flow

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Jared Speck

Stevenson Professor Vice Chair

Vanderbilt University

Affiliations

College of Arts and Science

Mathematics

Jared Speck is currently serving as a College Of Arts And Science Stevenson Professor Vice Chair at Vanderbilt 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

Jared Speck

Vanderbilt University

Stevenson Professor Vice Chair

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Advances in the Theory of Multi-Dimensional Shock Waves for the Compressible Euler Equations. (2024)

Remarkable Localized Integral Identities for 3D Compressible Euler Flow and the Double-Null Framework. Archive for Rational Mechanics and Analysis (2024)

The Stability of Simple Plane-Symmetric Shock Formation for Three-Dimensional Compressible Euler Flow With Vorticity and Entropy. Analysis & PDE (2024)

Jonathan LukJared Speck

fluid dynamicsapplied mathematicsfluid mechanicsapplied physicsstabilityhydrodynamic stability

Stable Big Bang Formation for Einstein’s Equations: The Complete Sub-Critical Regime. Journal of the American Mathematical Society (2023)

Grigorios FournodavlosIgor RodnianskiJared Speck

theoretical physicsmathematical physicscomplete sub-critical regimeastronomyphysicstheoretical high-energy physicsplanetary sciencesmathematical sciences

The Relativistic Euler Equations: Esi Notes on Their Geo-Analytic Structures and Implications for Shocks in 1D and Multi-Dimensions. Classical and Quantum Gravity (2023)

Leonardo AbbresciaJared Speck

mathematical physicsgeneral relativityesi notesapplied mathematicsgeo-analytic structuresrelativistic euler equationsearth sciencephysics

Rough Sound Waves in 3D Compressible Euler Flow With Vorticity. Selecta Mathematica (2022)

Marcelo M. DisconziChenyun LuoGiusy MazzoneJared Speck

fluid mechanicscompressible euler flowfluid dynamicsapplied mathematics

The Emergence of the Singular Boundary From the Crease in $3D$ Compressible Euler Flow. arXiv (Cornell University) (2022)

Abbrescia, LeoSpeck, Jared

fluid dynamicsapplied mathematicsfluid mechanicscompressible euler flowcompressible flowssingular boundary

On the Nature of Hawking’s Incompleteness for the Einstein-Vacuum Equations: The Regime of Moderately Spatially Anisotropic Initial Data. Journal of the European Mathematical Society (2021)

Igor RodnianskiJared Speck

fluid dynamicsmathematical physicsmathematical logicgeneral relativityapplied mathematicsmathematicspure mathematicseinstein-vacuum equationsphysicsmathematical analysismathematical sciences

The Stability of Simple Plane-Symmetric Shock Formation for 3D Compressible Euler Flow With Vorticity and Entropy. arXiv (Cornell University) (2021)

fluid dynamicsapplied mathematicsfluid mechanicsfluid flowcompressible euler flowcompressible flowsaerospace engineeringphysicsshock wavesincompressible flow

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Similar Faculty Members

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Institution

New York University

nonlinear hyperbolic problem

hyperbolic equation

Cathleen Synge Morawetz

Institution

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engineering

applied mathematical modelling

Tristan Buckmaster

Institution

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hydrodynamic stability

fluid equations

Pierre Germain

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engineering

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Nikolaos Tzirakis

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nonlinear hyperbolic problem

Gangaram S. Ladde

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applied mathematics

stochastic process

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applied mathematics

nonlinear dynamic

Peter A. Perry

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spectral theory

inverse scattering transforms

Guido De Philippis

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New York University

applied mathematical modelling

spectral analysis

Yu Deng

Institution

University of Southern California

partial differential equation

topological soliton