Faculty

Institution

Unit

Venue

Luis Silvestre

Professor

University of Chicago

Affiliations

Mathematics, Department of

Luis Silvestre is currently serving as a Mathematics, Department Of Professor at University of Chicago.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Luis Silvestre

University of Chicago

Professor

You can click a keyword to filter the displayed items

applied mathematics mathematics mathematical analysis communication numerical analysis fluid dynamics boltzmann equation mathematical physics applied physics communication theory pure mathematics mathematical sciences dynamical systems analytic number theory nonlinear elliptic equations theoretical analysis fractional laplacian regularity estimates holder continuity partial regularity operator theory nonlinear analysis boundary value problems dynamical analysis discrete dynamical systems information theory holder estimates evans-krylov theorem eventual regularization landau equation holder gradient estimates fractional calculus mathematical optimization composite structures composite science nonlinear phenomena numerical mathematics entropy spectral theory applied algebra global analysis oscillation theory multi-functional composites optimal experimental design monge-ampere equation engineering mathematics regularization (mathematics) elliptic equations free boundary problems homogenization (chemistry) higher dimensional problems singularly perturbed problem geometric partial differential equation numerical method for partial differential equation parabolic equations theoretical mathematics extension problem fractional power laplace operator obstacle problem regularity theory

Video Presentations

Notable Scholarly Works

Notable Federal Grants

Collaborators

The Landau Equation and Fisher Information. Notices of the American Mathematical Society (2026)

asymptotic analysismathematicstheoretical mathematicsdifferential equationsentropyspectral theoryapplied mathematics

On the Monotonicity of the Fisher Information for the Boltzmann Equation. arXiv (Cornell University) (2024)

Cyril ImbertLuis SilvestreCédric Villani

information theoryfisher informationapplied mathematicsboltzmann equation

Entropy Dissipation Estimates for the Boltzmann Equation Without Cut-Off. Kinetic and Related Models (2023)

Jamil ChakerLuis Silvestre

entropy dissipation estimatesboltzmann equationtheoretical chemistryapplied physicsapplied mathematics

Partial Regularity in Time for the Space-Homogeneous Boltzmann Equation With Very Soft Potentials. arXiv (Cornell University) (2023)

François GolseCyril ImbertLuis Silvestre

soft potentialspartial regularityparticle physicsspace-homogeneous boltzmann equationapplied mathematics

Regularity Estimates and Open Problems in Kinetic Equations. The IMA volumes in mathematics and its applications (2023)

Luis Silvestre

open problemsregularity estimatesregularization (mathematics)numerical analysismathematical physicskinetic equationsmathematicsapplied mathematics

The Landau Equation Does Not Blow Up. arXiv (Cornell University) (2023)

Guillen, NestorSilvestre, Luis

landau equationapplied mathematicsparticle physics

Solutions to the Non-Cutoff Boltzmann Equation Uniformly Near a Maxwellian. Mathematics in Engineering (2022)

Luis SilvestreStanley Snelson

engineeringmathematical physicsnon-cutoff boltzmann equationengineering mathematicsapplied mathematicsaerospace engineering

Global Regularity Estimates for the Boltzmann Equation Without Cut-Off. Journal of the American Mathematical Society (2021)

Cyril ImbertLuis Silvestre

analytic number theoryboltzmann equationmathematicsglobal regularity estimatesmathematical analysisapplied mathematics

Regularity for the Boltzmann Equation Conditional to Macroscopic Bounds. EMS Surveys in Mathematical Sciences (2021)

Cyril ImbertLuis Silvestre

mathematical sciencesnumerical analysismathematicsmathematical analysisapplied mathematicsstatistics

Singular Solutions to Parabolic Equations in Nondivergence Form. ANNALI SCUOLA NORMALE SUPERIORE - CLASSE DI SCIENZE (2021)

Luis Silvestre

nonlinear phenomenasingularly perturbed problemgeometric partial differential equationboundary value problemsnonlinear analysisdifferential geometrytheoretical analysisnumerical method for partial differential equationsingular solutionsnondivergence formapplied mathematicsparabolic equationsnumerical mathematicspartial differential equationsdifferential equationsordinary differential equationsdynamical systems

1
2
3
4
5
6
7
10 / page

Luis Silvestre

Professor

University of Chicago

Affiliations

Mathematics, Department of

Luis Silvestre is currently serving as a Mathematics, Department Of Professor at University of Chicago.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Luis Silvestre

University of Chicago

Professor

You can click a keyword to filter the displayed items

Video Presentations

Notable Scholarly Works

Notable Federal Grants

Collaborators

The Landau Equation and Fisher Information. Notices of the American Mathematical Society (2026)

asymptotic analysismathematicstheoretical mathematicsdifferential equationsentropyspectral theoryapplied mathematics

On the Monotonicity of the Fisher Information for the Boltzmann Equation. arXiv (Cornell University) (2024)

Cyril ImbertLuis SilvestreCédric Villani

information theoryfisher informationapplied mathematicsboltzmann equation

Entropy Dissipation Estimates for the Boltzmann Equation Without Cut-Off. Kinetic and Related Models (2023)

Jamil ChakerLuis Silvestre

entropy dissipation estimatesboltzmann equationtheoretical chemistryapplied physicsapplied mathematics

Partial Regularity in Time for the Space-Homogeneous Boltzmann Equation With Very Soft Potentials. arXiv (Cornell University) (2023)

François GolseCyril ImbertLuis Silvestre

soft potentialspartial regularityparticle physicsspace-homogeneous boltzmann equationapplied mathematics

Regularity Estimates and Open Problems in Kinetic Equations. The IMA volumes in mathematics and its applications (2023)

Luis Silvestre

open problemsregularity estimatesregularization (mathematics)numerical analysismathematical physicskinetic equationsmathematicsapplied mathematics

The Landau Equation Does Not Blow Up. arXiv (Cornell University) (2023)

Guillen, NestorSilvestre, Luis

landau equationapplied mathematicsparticle physics

Solutions to the Non-Cutoff Boltzmann Equation Uniformly Near a Maxwellian. Mathematics in Engineering (2022)

Luis SilvestreStanley Snelson

engineeringmathematical physicsnon-cutoff boltzmann equationengineering mathematicsapplied mathematicsaerospace engineering

Global Regularity Estimates for the Boltzmann Equation Without Cut-Off. Journal of the American Mathematical Society (2021)

Cyril ImbertLuis Silvestre

analytic number theoryboltzmann equationmathematicsglobal regularity estimatesmathematical analysisapplied mathematics

Regularity for the Boltzmann Equation Conditional to Macroscopic Bounds. EMS Surveys in Mathematical Sciences (2021)

Cyril ImbertLuis Silvestre

mathematical sciencesnumerical analysismathematicsmathematical analysisapplied mathematicsstatistics

Singular Solutions to Parabolic Equations in Nondivergence Form. ANNALI SCUOLA NORMALE SUPERIORE - CLASSE DI SCIENZE (2021)

Luis Silvestre

1
2
3
4
5
6
7
10 / page

Similar Faculty Members

Paul C. Yang

Institution

Princeton University

geometric analysis

partial differential equation

Kazuya Kato

Institution

University of Chicago

algebra

mathematics education

Juan Migliore

Institution

University of Notre Dame

algebra

commutative algebra

Robin C. Hartshorne

Institution

University of California, Berkeley

geometry and topology

algebraic structure

Takako Fukaya

Institution

University of Chicago

algebra

mathematics education

Bjorn Poonen

Institution

Massachusetts Institute of Technology

mathematics

applied mathematics

Richard Beals

Institution

Yale University

complex analysis

spectral theory

Yuval Flicker

Institution

Ohio State University

algebra

mathematical science

Irene M. Gamba

Institution

University of Texas at Austin

applied mathematical modelling

scientific computing

Camillo De Lellis

Institution

Princeton University

applied mathematics

mathematics

Similar Faculty Members

Paul C. Yang

Institution

Princeton University

geometric analysis

partial differential equation

Kazuya Kato

Institution

University of Chicago

algebra

mathematics education

Juan Migliore

Institution

University of Notre Dame

algebra

commutative algebra

Robin C. Hartshorne

Institution

University of California, Berkeley

geometry and topology

algebraic structure

Takako Fukaya

Institution

University of Chicago

algebra

mathematics education

Bjorn Poonen

Institution

Massachusetts Institute of Technology

mathematics

applied mathematics

Richard Beals

Institution

Yale University

complex analysis

spectral theory

Yuval Flicker

Institution

Ohio State University

algebra

mathematical science

Irene M. Gamba

Institution

University of Texas at Austin

applied mathematical modelling

scientific computing

Camillo De Lellis

Institution

Princeton University

applied mathematics

mathematics