Faculty

Institution

Unit

Venue

Ralph E. Showalter

Professor Emeritus

Oregon State University

Affiliations

College of Science

Department of Mathematics

Ralph E. Showalter is currently serving as a College Of Science Professor Emeritus at Oregon State University.

Honors

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Experiences

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Education

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Ralph E. Showalter

Oregon State University

Professor Emeritus

You can click a keyword to filter the displayed items

applied mathematics differential equations partial differential equations boundary value problems mathematics nonlinear analysis numerical simulations nonlinear phenomena nonlinear science applied physics mathematical analysis dynamical systems fluid flow numerical method for partial differential equation diffusion numerical analysis nonlinear dynamics parabolic equations fluid mechanics numerical mathematics mechanical engineering fluid dynamics diffusion process nonlinear hyperbolic problem evolution equations dispersion science porous materials mathematical sciences spectral theory nonlinear functional analysis anomalous diffusion hyperbolic equations fluid science elliptic equations porosity porous media analytic number theory applied mathematical modelling fracture mechanics mathematical optimization differential evolution disperse flow singularly perturbed problem hysteresis hyperbolic conservation laws continuum modeling variational analysis regularization (mathematics) global analysis banach space fissured medium mathematical bioscience mathematical chemistry theoretical analysis abstract analysis residual stress crack formation granular medium particle-laden flows discrete dynamical systems theoretical modeling fissured media microstructure models sobolev-galpern type diffusion models local regularity stefan problem abstract complexity mathematical biophysics fractured media sobolev equation hyperbolic stefan problem weak solutions monotone operators degenerate cauchy problems poro-elastic media transport phenomena porous body pore structure deformable porous media

Notable Scholarly Works

Notable Federal Grants

Collaborators

Semilinear Degenerate Biot–Signorini System. SIAM Journal on Mathematical Analysis (2023)

Alireza HosseinkhanRalph E. Showalter

systems biologymathematical analysis

Approximation of Hysteresis Functional. Journal of Computational and Applied Mathematics (2020)

Malgorzata PeszynskaRalph E. Showalter

hysteresiscomputational mathematicscomputational chemistryapplied mathematicscomputability theoryapproximation theorymathematicscomputer science

Approximation of Scalar Conservation Law With Hysteresis. SIAM Journal on Numerical Analysis (2020)

Malgorzata PeszynskaRalph E. Showalter

hysteresisscalar conservation lawnumerical analysisconservation lawsapplied mathematics

Biot-Pressure System With Unilateral Displacement Constraints. Journal of Mathematical Analysis and Applications (2020)

Alireza HosseinkhanRalph E. Showalter

unilateral displacement constraintsbiot-pressure systemmathematical analysisapplied mathematics

The Fissured Medium Equation. CRC Press eBooks (2020)

R. E. Showalter

fissured medium equationapplied physicsdifferential equations

Monotone Operators in Banach Space and Nonlinear Partial Differential Equations [Electronic Resource]. (2019)

R. E. Showalter

operator theoryfunctional analysisnumerical analysisboundary value problemsbanach spacegeometric partial differential equationnonlinear phenomenanonlinear functional analysismonotone operatorsapplied mathematicsnonlinear analysisspectral theorypartial differential equationsapplied physicsdifferential equationsloop space

Poro-Visco-Elastic Compaction in Sedimentary Basins. SIAM Journal of Mathematical Analysis (2018)

civil engineeringmarine geologysedimentary geologygeomechanicssedimentary basinssedimentologygeology

Poro-Visco-Elastic Compaction in Sedimentary Basins. SIAM Journal on Mathematical Analysis (2018)

Eleanor HollandR. E. Showalter

environmental sciencemarine geologysedimentary geologysediment researchecologybasin evolutionnumerical modeling (geology)rock engineeringbasin analysissedimentary basinssoil compactiongeographyengineering geologyporo-visco-elastic compactiongeotechnical engineeringstratigraphysedimentary petrologytectonicsgeomorphologystructural geology

A Darcy–Brinkman Model of Fractures in Porous Media. Journal of Mathematical Analysis and Applications (2017)

Fernando A. MoralesRalph E. Showalter

mathematical analysisnumerical analysisdeformationfracture mechanicsdynamic crack propagationresidual stresssolid mechanicsporous medianumerical simulationsapplied mathematicsdarcy-brinkman modelmechanics of materials

Advection of Methane in the Hydrate Zone: Model, Analysis and Examples. Mathematical Methods in the Applied Sciences (2015)

Malgorzata PeszynskaRalph E. ShowalterJustin T. Webster

mathematical analysismathematical sciencesapplied algebramathematicsmathematical optimizationwater sciencehydrate zonemathematical economicsmodeling and simulationmathematical biologyhydrologyapplied mathematicsapplied ecologymathematical chemistryhydrological modelingenvironmental engineeringhydrogeologyapplied geochemistryapplied mathematical modelling

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Ralph E. Showalter

Professor Emeritus

Oregon State University

Affiliations

College of Science

Department of Mathematics

Ralph E. Showalter is currently serving as a College Of Science Professor Emeritus at Oregon State 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

Ralph E. Showalter

Oregon State University

Professor Emeritus

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Semilinear Degenerate Biot–Signorini System. SIAM Journal on Mathematical Analysis (2023)

Alireza HosseinkhanRalph E. Showalter

systems biologymathematical analysis

Approximation of Hysteresis Functional. Journal of Computational and Applied Mathematics (2020)

Malgorzata PeszynskaRalph E. Showalter

hysteresiscomputational mathematicscomputational chemistryapplied mathematicscomputability theoryapproximation theorymathematicscomputer science

Approximation of Scalar Conservation Law With Hysteresis. SIAM Journal on Numerical Analysis (2020)

Malgorzata PeszynskaRalph E. Showalter

hysteresisscalar conservation lawnumerical analysisconservation lawsapplied mathematics

Biot-Pressure System With Unilateral Displacement Constraints. Journal of Mathematical Analysis and Applications (2020)

Alireza HosseinkhanRalph E. Showalter

unilateral displacement constraintsbiot-pressure systemmathematical analysisapplied mathematics

The Fissured Medium Equation. CRC Press eBooks (2020)

R. E. Showalter

fissured medium equationapplied physicsdifferential equations

Monotone Operators in Banach Space and Nonlinear Partial Differential Equations [Electronic Resource]. (2019)

R. E. Showalter

Poro-Visco-Elastic Compaction in Sedimentary Basins. SIAM Journal of Mathematical Analysis (2018)

civil engineeringmarine geologysedimentary geologygeomechanicssedimentary basinssedimentologygeology

Poro-Visco-Elastic Compaction in Sedimentary Basins. SIAM Journal on Mathematical Analysis (2018)

Eleanor HollandR. E. Showalter

A Darcy–Brinkman Model of Fractures in Porous Media. Journal of Mathematical Analysis and Applications (2017)

Fernando A. MoralesRalph E. Showalter

Advection of Methane in the Hydrate Zone: Model, Analysis and Examples. Mathematical Methods in the Applied Sciences (2015)

Malgorzata PeszynskaRalph E. ShowalterJustin T. Webster

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5
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