Faculty

Institution

Unit

Venue

Russel Caflisch

University of California, Los Angeles

Affiliations

the College

Mathematics

Plasma Science and Technology Institute (psti)

NoneRussel Caflisch is currently serving as a Mathematics faculty at University of California, Los Angeles.

Honors

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Experiences

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Education

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Russel Caflisch

University of California, Los Angeles

You can click a keyword to filter the displayed items

applied mathematics applied physics materials science physics fluid dynamics epitaxial growth mathematical physics condensed matter physics numerical analysis modeling and simulation coulomb collisions fluid mechanics condensed matter computational mechanics scientific computing numerical simulations mathematical sciences pure mathematics option pricing monte carlo methods boltzmann equation singularity formation mathematical optimization particle methods hydraulics applied algebra wave theory vortex sheets island dynamics solid-state electronics computational optimization wave propagation plasma science empirical finance continuum modeling monte carlo hydrodynamic stability mathematical modelling hybrid method electronic materials bayesian analysis theoretical analysis information theory computational finance financial mathematics derivative pricing wave motion semiconductor technology quasi-monte carlo methods quasi-random sequences singular solutions kinetic model incompressible euler equations rate equations exterior circular domain adjoint dsmc vortex layers american options theoretical physics mathematics education fluid science dispersion science fluid flow statistical methodology material research fluvial process sedimentation boundary layers particle-laden flows disperse flow solid-state physics plasma electronics multiscale analysis plasma instabilities oscillation theory nuclear engineering

Notable Scholarly Works

Notable Federal Grants

Collaborators

Adjoint Monte Carlo Method. arXiv (Cornell University) (2024)

Caflisch, RusselYang, Yunan

mathematical optimizationnumerical simulationsphase spacemonte carlo methodsmonte carlo samplingnumerical analysisscientific computingbayesian analysispde-constrained optimizationmonte carlocomputer engineeringdevice designuncertainty quantificationmodeling and simulationinverse problemsstochastic partial differential equationscomputational optimizationapplied mathematics

Gradient-Based Monte Carlo Methods for Relaxation Approximations of Hyperbolic Conservation Laws. Journal of Scientific Computing (2024)

Giulia BertagliaLorenzo PareschiRussel E. Caflisch

computer sciencecomputational sciencenumerical analysisscientific computingrelaxation approximationsapplied mathematics

Adjoint Dsmc for Nonlinear Spatially-Homogeneous Boltzmann Equation With a General Collision Model. Journal of Computational Physics (2023)

Yunan YangDenis SilantyevRussel Caflisch

statistical mechanicsparticle methodsadjoint dsmcnumerical simulationsmonte carlo methodsphysicscomputational physicsnumerical analysisscientific computingmonte carlomonte carlo samplingnew formulapartial differential equationsstochastic partial differential equationsadjoint methodapplied mathematics

Adjoint Dsmc for Nonlinear Boltzmann Equation Constrained Optimization. Journal of Computational Physics (2021)

Russel CaflischDenis SilantyevYunan Yang

mathematical optimizationadjoint dsmcpde-constrained optimizationpartial differential equationscomputational optimizationconstrained optimizationapplied mathematics

Complex Singularity Analysis for Vortex Layer Flows. Journal of Fluid Mechanics (2021)

R.E. CaflischF. GarganoM. SammartinoV. Sciacca

fluid dynamicscomplex singularity analysisvortex layer flowsfluid mechanicsapplied mathematics

Accuracy, Efficiency and Optimization of Signal Fragmentation. Multiscale Modeling and Simulation (2020)

Russel CaflischHung Hsu ChouJonathan W. Siegel

signal fragmentationengineeringmodeling and simulationmultiscale modelingapplied mathematics

Vortex Layers of Small Thickness. Communications on Pure and Applied Mathematics (2020)

R. E. CaflischM. C. LombardoM. M. L. Sammartino

engineeringpure mathematicscommunicationsmall thicknessvortex layersapplied mathematics

Level Set Methods, With an Application to Modeling the Growth of Thin Films. Routledge eBooks (2019)

B. MerrimanR. CaflischS. Osher

material modelingmaterials engineeringmaterials science

Accelerated Simulation of Kinetic Transport Using Variational Principles and Sparsity. (2017)

Russel Caflisch

biophysicsvariational principleskinetic transportnumerical simulations

Monte Carlo Simulation of Excitation and Ionization Collisions With Complexity Reduction. Journal of Computational Physics (2017)

Hai P. LeBokai YanRussel E. CaflischJean-Luc Cambier

applied physicsionization collisionsmonte carlo simulationparticle physics

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Russel Caflisch

University of California, Los Angeles

Affiliations

the College

Mathematics

Plasma Science and Technology Institute (psti)

NoneRussel Caflisch is currently serving as a Mathematics faculty at University of California, Los Angeles.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Russel Caflisch

University of California, Los Angeles

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Adjoint Monte Carlo Method. arXiv (Cornell University) (2024)

Caflisch, RusselYang, Yunan

Gradient-Based Monte Carlo Methods for Relaxation Approximations of Hyperbolic Conservation Laws. Journal of Scientific Computing (2024)

Giulia BertagliaLorenzo PareschiRussel E. Caflisch

computer sciencecomputational sciencenumerical analysisscientific computingrelaxation approximationsapplied mathematics

Adjoint Dsmc for Nonlinear Spatially-Homogeneous Boltzmann Equation With a General Collision Model. Journal of Computational Physics (2023)

Yunan YangDenis SilantyevRussel Caflisch

Adjoint Dsmc for Nonlinear Boltzmann Equation Constrained Optimization. Journal of Computational Physics (2021)

Russel CaflischDenis SilantyevYunan Yang

mathematical optimizationadjoint dsmcpde-constrained optimizationpartial differential equationscomputational optimizationconstrained optimizationapplied mathematics

Complex Singularity Analysis for Vortex Layer Flows. Journal of Fluid Mechanics (2021)

R.E. CaflischF. GarganoM. SammartinoV. Sciacca

fluid dynamicscomplex singularity analysisvortex layer flowsfluid mechanicsapplied mathematics

Accuracy, Efficiency and Optimization of Signal Fragmentation. Multiscale Modeling and Simulation (2020)

Russel CaflischHung Hsu ChouJonathan W. Siegel

signal fragmentationengineeringmodeling and simulationmultiscale modelingapplied mathematics

Vortex Layers of Small Thickness. Communications on Pure and Applied Mathematics (2020)

R. E. CaflischM. C. LombardoM. M. L. Sammartino

engineeringpure mathematicscommunicationsmall thicknessvortex layersapplied mathematics

Level Set Methods, With an Application to Modeling the Growth of Thin Films. Routledge eBooks (2019)

B. MerrimanR. CaflischS. Osher

material modelingmaterials engineeringmaterials science

Accelerated Simulation of Kinetic Transport Using Variational Principles and Sparsity. (2017)

Russel Caflisch

biophysicsvariational principleskinetic transportnumerical simulations

Monte Carlo Simulation of Excitation and Ionization Collisions With Complexity Reduction. Journal of Computational Physics (2017)

Hai P. LeBokai YanRussel E. CaflischJean-Luc Cambier

applied physicsionization collisionsmonte carlo simulationparticle physics

1
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5
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10 / page

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Similar Faculty Members

Jian-Guo Liu

Institution

Duke University

applied mathematics

applied physics

Andrea L. Bertozzi

Institution

University of California, Los Angeles

applied mathematical modelling

partial differential equation

Lou Kondic

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New Jersey Institute of Technology

scientific computing

fluid-solid interaction

James Glimm

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applied mathematical modelling

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