Faculty

Institution

Unit

Venue

Wei Guo

Assistant Professor

Texas Tech University

Affiliations

College of Arts & Sciences

Department of Mathematics & Statistics

Wei Guo is currently serving as a College Of Arts & Sciences Assistant Professor at Texas Tech University.

Honors

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Experiences

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Education

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Wei Guo

Texas Tech University

Assistant Professor

You can click a keyword to filter the displayed items

applied mathematics computer science scientific computing numerical analysis computational science applied physics numerical simulations numerical method for partial differential equation mathematical physics fluid dynamics applied algebra hamilton-jacobi equations engineering nonlinear analysis numerical mathematics numerical algorithms computational fluid dynamics kernel methods cubed sphere high order vlasov dynamics meteorology atmospheric science fluid mechanics modeling and simulation atmospheric research difference equations boundary value problems weather forecasting numerical weather prediction hyperbolic conservation laws method of fundamental solution applied mathematical modelling computability theory sparse representations finite element methods high-dimensional method computational models graph neural networks discontinuous galerkin eigen-structure analysis high-dimensional transport equations kinetic simulations integral deferred correction semi-lagrangian vlasov simulations high-dimensional elliptic equations two-dimensional transport simulations time-dependent transport equations vlasov-poisson simulations operator splitting vlasov equation kernel-based methods dimension reduction methods semi-implicit method numerical computation numerical linear algebra reduced order modeling

Notable Scholarly Works

Notable Federal Grants

Collaborators

A Conservative Low Rank Tensor Method for the Vlasov Dynamics. SIAM Journal on Scientific Computing (2024)

Wei GuoJing-Mei Qiu

computer sciencecomputational sciencescientific computingplanetary sciencesvlasov dynamicsapplied mathematics

Conservative Semi-Lagrangian Finite Difference Scheme for Transport Simulations Using Graph Neural Networks. (2024)

Yongsheng ChenWei GuoXinghui Zhong

computer sciencenumerical simulationsgraph neural networksneural network (machine learning)transport simulations

Adaptive Sparse Grid Discontinuous Galerkin Method: Review and Software Implementation. Communications on Applied Mathematics and Computation (2023)

Juntao HuangWei GuoYingda Cheng

numerical analysismechanical engineeringapplied algebraapplied physicsapplied mathematics

A Learned Conservative Semi-Lagrangian Finite Volume Scheme for Transport Simulations. Journal of Computational Physics (2023)

Yongsheng ChenWei GuoXinghui Zhong

computational sciencenumerical simulationsnumerical method for partial differential equationfluid dynamicsscientific computingcomputational fluid dynamicstransport simulationsapplied mathematics

A Local Macroscopic Conservative (Lomac) Low Rank Tensor Method With the Discontinuous Galerkin Method for the Vlasov Dynamics. Communications on Applied Mathematics and Computation (2023)

Wei GuoJannatul Ferdous EmaJing-Mei Qiu

computer sciencevlasov dynamicsmathematical physicsscientific computingapplied algebradiscontinuous galerkin methodapplied physicsapplied mathematics

A Low Rank Tensor Representation of Linear Transport and Nonlinear Vlasov Solutions and Their Associated Flow Maps. Journal of Computational Physics (2022)

Wei GuoJing-Mei Qiu

computer sciencenonlinear vlasov solutionsfluid dynamicsscientific computingflow mapslinear transportapplied mathematicsmachine learning

An Adaptive Multiresolution Ultra-Weak Discontinuous Galerkin Method for Nonlinear SchröDinger Equations. Communications on Applied Mathematics and Computation (2021)

Zhanjing TaoJuntao HuangYuan LiuWei GuoYingda Cheng

mathematical physicsscientific computingcommunicationcomputability theorynonlinear schrodinger equationsapplied physicsapplied mathematics

An Adaptive Sparse Grid Local Discontinuous Galerkin Method for Hamilton-Jacobi Equations in High Dimensions. Journal of Computational Physics (2021)

Wei GuoJuntao HuangZhanjing TaoYingda Cheng

computer sciencenumerical analysishamilton-jacobi equationsapplied mathematicshigh dimensions

An Adaptive Multiresolution Interior Penalty Discontinuous Galerkin Method for Wave Equations in Second Order Form. Journal of Scientific Computing (2020)

Juntao HuangYuan LiuWei GuoZhanjing TaoYingda Cheng

computer sciencecomputational sciencesecond order formscientific computingwave equationsapplied mathematics

A Semi-Lagrangian Discontinuous Galerkin (Dg) – Local Dg Method for Solving Convection-Diffusion Equations. Journal of Computational Physics (2020)

Mingchang DingXiaofeng CaiWei GuoJing-Mei Qiu

computer sciencenumerical analysislocal dg methodapplied physicssemi-lagrangian discontinuous galerkinconvection-diffusion equationsapplied mathematics

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Wei Guo

Assistant Professor

Texas Tech University

Affiliations

College of Arts & Sciences

Department of Mathematics & Statistics

Wei Guo is currently serving as a College Of Arts & Sciences Assistant Professor at Texas Tech 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

Wei Guo

Texas Tech University

Assistant Professor

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

A Conservative Low Rank Tensor Method for the Vlasov Dynamics. SIAM Journal on Scientific Computing (2024)

Wei GuoJing-Mei Qiu

computer sciencecomputational sciencescientific computingplanetary sciencesvlasov dynamicsapplied mathematics

Conservative Semi-Lagrangian Finite Difference Scheme for Transport Simulations Using Graph Neural Networks. (2024)

Yongsheng ChenWei GuoXinghui Zhong

computer sciencenumerical simulationsgraph neural networksneural network (machine learning)transport simulations

Adaptive Sparse Grid Discontinuous Galerkin Method: Review and Software Implementation. Communications on Applied Mathematics and Computation (2023)

Juntao HuangWei GuoYingda Cheng

numerical analysismechanical engineeringapplied algebraapplied physicsapplied mathematics

A Learned Conservative Semi-Lagrangian Finite Volume Scheme for Transport Simulations. Journal of Computational Physics (2023)

Yongsheng ChenWei GuoXinghui Zhong

computational sciencenumerical simulationsnumerical method for partial differential equationfluid dynamicsscientific computingcomputational fluid dynamicstransport simulationsapplied mathematics

A Local Macroscopic Conservative (Lomac) Low Rank Tensor Method With the Discontinuous Galerkin Method for the Vlasov Dynamics. Communications on Applied Mathematics and Computation (2023)

Wei GuoJannatul Ferdous EmaJing-Mei Qiu

computer sciencevlasov dynamicsmathematical physicsscientific computingapplied algebradiscontinuous galerkin methodapplied physicsapplied mathematics

A Low Rank Tensor Representation of Linear Transport and Nonlinear Vlasov Solutions and Their Associated Flow Maps. Journal of Computational Physics (2022)

Wei GuoJing-Mei Qiu

computer sciencenonlinear vlasov solutionsfluid dynamicsscientific computingflow mapslinear transportapplied mathematicsmachine learning

An Adaptive Multiresolution Ultra-Weak Discontinuous Galerkin Method for Nonlinear SchröDinger Equations. Communications on Applied Mathematics and Computation (2021)

Zhanjing TaoJuntao HuangYuan LiuWei GuoYingda Cheng

mathematical physicsscientific computingcommunicationcomputability theorynonlinear schrodinger equationsapplied physicsapplied mathematics

An Adaptive Sparse Grid Local Discontinuous Galerkin Method for Hamilton-Jacobi Equations in High Dimensions. Journal of Computational Physics (2021)

Wei GuoJuntao HuangZhanjing TaoYingda Cheng

computer sciencenumerical analysishamilton-jacobi equationsapplied mathematicshigh dimensions

An Adaptive Multiresolution Interior Penalty Discontinuous Galerkin Method for Wave Equations in Second Order Form. Journal of Scientific Computing (2020)

Juntao HuangYuan LiuWei GuoZhanjing TaoYingda Cheng

computer sciencecomputational sciencesecond order formscientific computingwave equationsapplied mathematics

A Semi-Lagrangian Discontinuous Galerkin (Dg) – Local Dg Method for Solving Convection-Diffusion Equations. Journal of Computational Physics (2020)

Mingchang DingXiaofeng CaiWei GuoJing-Mei Qiu

computer sciencenumerical analysislocal dg methodapplied physicssemi-lagrangian discontinuous galerkinconvection-diffusion equationsapplied mathematics

1
2
3
4
10 / page

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Similar Faculty Members

Weiming Cao

Institution

University of Texas at San Antonio

numerical computation

scientific computing

Eugenio Aulisa

Institution

Texas Tech University

fluid flow

applied mathematical modelling

Qin Sheng

Institution

Baylor University

numerical mathematics

computational mathematics

David Stewart

Institution

University of Iowa

applied mathematical modelling

scientific computing

Kendall Atkinson

Institution

University of Iowa

definite integral

partial differential equation

Moysey Brio

Institution

University of Arizona

computational science

applied mathematics

Erik Van Vleck

Institution

University of Kansas

partial differential equation

applied mathematics

Per-Gunnar Martinsson

Institution

University of Texas at Austin

applied mathematics

numerical treatment

Roy Nicolaides

Institution

Carnegie Mellon University

engineering

numerical mathematics

Clyde Martin

Institution

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applied mathematics

automatic control