Faculty

Institution

Unit

Venue

Weiming Cao

Associate Professor

University of Texas at San Antonio

Affiliations

College of Sciences

Mathematics

Weiming Cao is currently serving as a College Of Sciences Associate Professor at University of Texas At San Antonio.

Honors

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Experiences

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Education

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Weiming Cao

University of Texas at San Antonio

Associate Professor

You can click a keyword to filter the displayed items

applied mathematics numerical analysis mechanical engineering finite element methods scientific computing computer science numerical simulations computational mechanics computational science engineering numerical computation numerical mathematics numerical algorithms computational mathematics numerical method for partial differential equation mathematical optimization mathematical analysis experimental biophysics anisotropic meshes spectral-finite element method computational biology mathematical biology biophysical chemistry computational optimization fluid flow computational biophysics mathematical biophysics biophysical modeling experimental analysis analytical ultracentrifugation experiments anisotropic measures interpolation error estimate triangular elements h-p version spherical surface element interfaces protein science precision engineering mathematical programming mixture analysis mixture distribution adaptive computing vector space model finite fields numeracy parallel analysis estimation theory mechanical modeling high-dimensional method applied algebra boundary element methods sedimentation grid optimization theoretical modeling molecular weight sedimentation velocity experiments two-dimensional spectrum analysis mesh pdes monitor functions geometric conservation law lamm equation validated numerics numerical treatment

Notable Scholarly Works

Notable Federal Grants

Collaborators

Two-Dimensional Grid Optimization for Sedimentation Velocity Analysis in the Analytical Ultracentrifuge. European Biophysics Journal (2018)

Haram KimEmre BrookesWeiming CaoBorries Demeler

sedimentationenvironmental sciencebiophysicshydrologyanalytical ultracentrifugesedimentation velocity analysistwo-dimensional grid optimizationgrid optimization

Superconvergence Analysis of the Linear Finite Element Method and a Gradient Recovery Postprocessing on Anisotropic Meshes. Mathematics of Computation (2014)

Weiming Cao

computer sciencenumerical computationmechanical engineeringanisotropic meshesapplied mathematicsnumerical analysissuperconvergence analysis

On the Superconvergence Patch Recovery Techniques for the Linear Finite Element Approximation on Anisotropic Meshes. Journal of Computational and Applied Mathematics (2013)

Weiming Cao

computational sciencenumerical simulationsapplied mathematicscomputational mathematicsscientific computingmechanical engineeringanisotropic meshesnumerical mathematicsfinite element methodscomputational mechanicsnumerical analysis

A Two-Dimensional Spectrum Analysis for Sedimentation Velocity Experiments of Mixtures With Heterogeneity in Molecular Weight and Shape. European Biophysics Journal (2009)

Emre BrookesWeiming CaoBorries Demeler

two-dimensional spectrum analysisbiophysicsmixture analysismolecular weightmixture distributionsedimentation velocity experimentsexperimental biophysicsmolecular biophysics

Modeling Analytical Ultracentrifugation Experiments With an Adaptive Space-Time Finite Element Solution for Multicomponent Reacting Systems. Biophysical Journal (2008)

Weiming CaoBorries Demeler

biophysical chemistrymathematical biophysicsbiophysicsbiophysical modelingcomputational biologyexperimental analysismolecular modellingcomputational biophysicsanalytical ultracentrifugation experimentssystems biologymathematical biologyexperimental biophysicsprotein sciencebiological engineering

An Interpolation Error Estimate in $\Mathcal{R}^2$ Based on the Anisotropic Measures of Higher Order Derivatives. Mathematics of Computation (2007)

Weiming Cao

interpolation error estimateapproximation theorycomputational mathematicshigher order derivativesscientific computinganisotropic measuresapplied mathematicsmathematics

An Interpolation Error Estimate on Anisotropic Meshes in ${\Mathcalr}^{N}$ and Optimal Metrics for Mesh Refinement. SIAM Journal on Numerical Analysis (2007)

Weiming Cao

interpolation error estimateapplied mathematicsmesh refinementoptimal metricsanisotropic meshesnumerical analysis

Anisotropic Measures of Third Order Derivatives and the Quadratic Interpolation Error on Triangular Elements. SIAM Journal on Scientific Computing (2007)

Weiming Cao

computer sciencequadratic interpolation errorscientific computinganisotropic measuresthird order derivativesnumerical analysistriangular elements

Modeling Analytical Ultracentrifugation Experiments With an Adaptive Space-Time Finite Element Solution of the Lamm Equation. Biophysical Journal (2005)

Weiming CaoBorries Demeler

biophysical chemistrymathematical biophysicsbiophysicsbiophysical modelingcomputational biologyexperimental analysiscomputational biophysicsanalytical ultracentrifugation experimentslamm equationsystems biologymathematical biologyexperimental biophysics

On the Error of Linear Interpolation and the Orientation, Aspect Ratio, and Internal Angles of a Triangle. SIAM Journal on Numerical Analysis (2005)

Weiming Cao

mathematical analysislinear interpolationinternal anglesaspect ratioapplied mathematicsnumerical analysis

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Weiming Cao

Associate Professor

University of Texas at San Antonio

Affiliations

College of Sciences

Mathematics

Weiming Cao is currently serving as a College Of Sciences Associate Professor at University of Texas At San Antonio.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Weiming Cao

University of Texas at San Antonio

Associate Professor

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Two-Dimensional Grid Optimization for Sedimentation Velocity Analysis in the Analytical Ultracentrifuge. European Biophysics Journal (2018)

Haram KimEmre BrookesWeiming CaoBorries Demeler

sedimentationenvironmental sciencebiophysicshydrologyanalytical ultracentrifugesedimentation velocity analysistwo-dimensional grid optimizationgrid optimization

Superconvergence Analysis of the Linear Finite Element Method and a Gradient Recovery Postprocessing on Anisotropic Meshes. Mathematics of Computation (2014)

Weiming Cao

computer sciencenumerical computationmechanical engineeringanisotropic meshesapplied mathematicsnumerical analysissuperconvergence analysis

On the Superconvergence Patch Recovery Techniques for the Linear Finite Element Approximation on Anisotropic Meshes. Journal of Computational and Applied Mathematics (2013)

Weiming Cao

A Two-Dimensional Spectrum Analysis for Sedimentation Velocity Experiments of Mixtures With Heterogeneity in Molecular Weight and Shape. European Biophysics Journal (2009)

Emre BrookesWeiming CaoBorries Demeler

two-dimensional spectrum analysisbiophysicsmixture analysismolecular weightmixture distributionsedimentation velocity experimentsexperimental biophysicsmolecular biophysics

Modeling Analytical Ultracentrifugation Experiments With an Adaptive Space-Time Finite Element Solution for Multicomponent Reacting Systems. Biophysical Journal (2008)

Weiming CaoBorries Demeler

An Interpolation Error Estimate in $\Mathcal{R}^2$ Based on the Anisotropic Measures of Higher Order Derivatives. Mathematics of Computation (2007)

Weiming Cao

interpolation error estimateapproximation theorycomputational mathematicshigher order derivativesscientific computinganisotropic measuresapplied mathematicsmathematics

An Interpolation Error Estimate on Anisotropic Meshes in ${\Mathcalr}^{N}$ and Optimal Metrics for Mesh Refinement. SIAM Journal on Numerical Analysis (2007)

Weiming Cao

interpolation error estimateapplied mathematicsmesh refinementoptimal metricsanisotropic meshesnumerical analysis

Anisotropic Measures of Third Order Derivatives and the Quadratic Interpolation Error on Triangular Elements. SIAM Journal on Scientific Computing (2007)

Weiming Cao

computer sciencequadratic interpolation errorscientific computinganisotropic measuresthird order derivativesnumerical analysistriangular elements

Modeling Analytical Ultracentrifugation Experiments With an Adaptive Space-Time Finite Element Solution of the Lamm Equation. Biophysical Journal (2005)

Weiming CaoBorries Demeler

On the Error of Linear Interpolation and the Orientation, Aspect Ratio, and Internal Angles of a Triangle. SIAM Journal on Numerical Analysis (2005)

Weiming Cao

mathematical analysislinear interpolationinternal anglesaspect ratioapplied mathematicsnumerical analysis

1
2
3
4
10 / page

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Auburn University

applied mathematical modelling

numerical computation

Weizhang Huang

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University of Kansas

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numerical analysis

Jason Howell

Institution

Carnegie Mellon University

numerical mathematics

computational mathematics

Pengtao Sun

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Roy Nicolaides

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Hengguang Li

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scientific computing

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incompressible flow

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mechanical engineering

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integrable systems