Faculty

Institution

Unit

Venue

Malgorzata Peszynska

University Distinguished Professor

Oregon State University

Affiliations

College of Science

Department of Mathematics

Malgorzata Peszynska is currently serving as a College Of Science University Distinguished Professor at Oregon State University.

Honors

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Experiences

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Education

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Malgorzata Peszynska

Oregon State University

University Distinguished Professor

You can click a keyword to filter the displayed items

applied mathematics numerical simulations engineering fluid dynamics numerical analysis fluid mechanics fluid flow materials science environmental engineering scientific computing porous media modeling and simulation numerical mathematics permafrost computational mathematics petroleum engineering gas hydrates multiscale analysis hysteresis thermal engineering applied mathematical modelling finite element methods multi-physics modelling subsurface systems geomechanics water resources petroleum science water science mathematical sciences multiscale hydrodynamics hydrodynamic stability subsurface hydrology biofilm growth mathematical analysis applied geochemistry membrane transport mathematical chemistry computability theory reservoir engineering reservoir simulation methane hydrate formation hydrate zone scalar conservation law mathematical bioscience water resource management hydraulic research hydrological modeling applied algebra mechanical modeling homogenization (chemistry) large-scale simulations large velocities variable salinity numerical scheme computational modeling science methodologies subsurface applications fluid science ecological engineering engineering science concurrent systems grid optimization power system optimization open access arid environments hydraulic fracturing basin analysis mathematical economics mathematical modelling material modeling computational model theory large scale structure geomechanical deformation modeling time-lapse seismic modeling flow simulation pseudoparabolic system philosophy of mathematics numerical modeling (geology) mathematical biology mathematics mathematics education number theory geocomputation

Notable Scholarly Works

Notable Federal Grants

Collaborators

Comparison of Implicit Time Stepping to the Scheme With “Apparent Heat Capacity” for a Thermal Model of Permafrost With Surface Terrain Dependent Boundary Conditions. Numerical Mathematics and Advanced Applications (ENUMATH 2023) Series: Lecture Notes in Computational Science and Engineering 154, Volume 2, pp 252-261 (2025)

geoscientific model developmentthermal modelingthermal inertia mappingcold region scienceheat transferearth sciencegeographythermal engineeringpermafrostthermal modelclimatologycryospherenumerical simulationsimplicit time

Comparison of Implicit Time-Stepping to the Scheme With “Apparent Heat Capacity” for a Thermal Model of Permafrost With Surface Terrain Dependent Boundary Conditions. Lecture notes in computational science and engineering (2025)

geoscientific model developmentthermal inertia mappingthermal modelingcold region sciencenumerical modeling (geology)climate modelsearth sciencegeographythermal engineeringpermafrostimplicit time-steppingclimatologycryospherethermal modelnumerical simulations

Frozen Fingers, Warm Heart: A Predictive Model for Survival Heat Management. SIAM News online blog (2025)

extreme environmentsresuscitationthermal therapiessurvival heat managementfrozen fingerswarm heartcritical carehyperthermiasurvival analysismortalityemergency medicine

Heat Conduction With Phase Change in Soils With Macro-Pores, Snow, and Cryoconite. Part I: Unified Model Derivation and Examples. SeMA Journal (2025)

civil engineeringsoil physicsunified model derivationheat transferearth sciencethermal engineeringsoil dynamicssoil modelingphase changeporous materialsheat conductionsoil

Coupled Flow and Energy Models With Phase Change in Permafrost From Pore- to Darcy Scale: Modeling and Approximation. Journal of Computational and Applied Mathematics (2024)

M. PeszynskaZ. HilliardN. Vohra

applied mathematicscomputational mechanicsnumerical modeling (geology)phase changeapplied physicsmodel refinementpermafrostplanetary sciencesenergy modelsclimate change

Iteratively Coupled Mixed Finite Element Solver for Thermo-Hydro-Mechanical Modeling of Permafrost Thaw. Results in Applied Mathematics (2024)

Naren VohraMalgorzata Peszynska

mechanical modelingthermo-hydro-mechanical modelingpermafrost thawcomputational mechanicsapplied mathematicsmodeling methodmechanical scienceapplied physicspermafrostfinite element methodsapplied mathematical modellingmechanical engineering

Modeling Flow and Deformation in Porous Media From Pore-Scale to the Darcy-Scale. Results in Applied Mathematics (2024)

Zachary HilliardT. Matthew EvansMalgorzata Peszynska

porous mediaapplied mathematicsfluid mechanicsmaterials scienceapplied physicspore structureapplied mathematical modellinggeomechanics

Numerical Analysis of a Mixed Finite Element Approximation of a Coupled System Modeling Biofilm Growth in Porous Media With Simulations. International Journal of Numerical Analysis and Modeling (2024)

Azhar Alhammali Azhar AlhammaliMalgorzata Peszynska Malgorzata PeszynskaChoah Shin Choah Shin

porous medianumerical analysisscientific computingenvironmental engineeringapplied mathematicsbiofilmsnumerical mathematicscoupled systembiofilm growthsystems biologynumerical computationmultiscale modelingpore structurefinite element methodsnumerical simulations

Unified Analysis of Algorithms for Equilibrium, Non-Equilibrium, and Hysteresis Models of Phase Transition in Permafrost. arXiv (Cornell University) (2024)

Peszynska, MalgorzataSlugg, Nicholas

hysteresisapplied mathematicsphase transitionspermafrostclimate changeunified analysis

Upscaling an Extended Heterogeneous Stefan Problem From Pore-Scale to Darcy Scale in Permafrost. SIAM Multiscale Modeling and Simulation (2024)

darcy scaleapplied mathematicsnumerical modeling (geology)earth sciencemultiscale modelingpermafrost

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Malgorzata Peszynska

University Distinguished Professor

Oregon State University

Affiliations

College of Science

Department of Mathematics

Malgorzata Peszynska is currently serving as a College Of Science University Distinguished Professor 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

Malgorzata Peszynska

Oregon State University

University Distinguished Professor

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Frozen Fingers, Warm Heart: A Predictive Model for Survival Heat Management. SIAM News online blog (2025)

extreme environmentsresuscitationthermal therapiessurvival heat managementfrozen fingerswarm heartcritical carehyperthermiasurvival analysismortalityemergency medicine

Heat Conduction With Phase Change in Soils With Macro-Pores, Snow, and Cryoconite. Part I: Unified Model Derivation and Examples. SeMA Journal (2025)

civil engineeringsoil physicsunified model derivationheat transferearth sciencethermal engineeringsoil dynamicssoil modelingphase changeporous materialsheat conductionsoil

Coupled Flow and Energy Models With Phase Change in Permafrost From Pore- to Darcy Scale: Modeling and Approximation. Journal of Computational and Applied Mathematics (2024)

M. PeszynskaZ. HilliardN. Vohra

applied mathematicscomputational mechanicsnumerical modeling (geology)phase changeapplied physicsmodel refinementpermafrostplanetary sciencesenergy modelsclimate change

Iteratively Coupled Mixed Finite Element Solver for Thermo-Hydro-Mechanical Modeling of Permafrost Thaw. Results in Applied Mathematics (2024)

Naren VohraMalgorzata Peszynska

Modeling Flow and Deformation in Porous Media From Pore-Scale to the Darcy-Scale. Results in Applied Mathematics (2024)

Zachary HilliardT. Matthew EvansMalgorzata Peszynska

porous mediaapplied mathematicsfluid mechanicsmaterials scienceapplied physicspore structureapplied mathematical modellinggeomechanics

Azhar Alhammali Azhar AlhammaliMalgorzata Peszynska Malgorzata PeszynskaChoah Shin Choah Shin

Unified Analysis of Algorithms for Equilibrium, Non-Equilibrium, and Hysteresis Models of Phase Transition in Permafrost. arXiv (Cornell University) (2024)

Peszynska, MalgorzataSlugg, Nicholas

hysteresisapplied mathematicsphase transitionspermafrostclimate changeunified analysis

Upscaling an Extended Heterogeneous Stefan Problem From Pore-Scale to Darcy Scale in Permafrost. SIAM Multiscale Modeling and Simulation (2024)

darcy scaleapplied mathematicsnumerical modeling (geology)earth sciencemultiscale modelingpermafrost

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Similar Faculty Members

Bo Guo

Institution

University of Arizona

hydrogeology

geological porous materials

Ralph E. Showalter

Institution

Oregon State University

diffusion process

pore structure

Zhen Liu

Institution

University of Virginia

civil engineering

engineering

Behzad Ghanbarian

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fluid flow

hydrogeology

Brian Wood

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theoretical biology

tissue (biology)

Guan Qin

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University of Houston

computational geochemistry

reservoir modeling

Georg Stadler

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bayesian inference

bayesian analysis

Rabindra N. Bhattacharya

Institution

University of Arizona

quantitative science study

statistical methodology

Mojdeh Delshad

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environmental engineering

reservoir modeling

Masa Prodanovic

Institution

University of Texas at Austin

environmental engineering

reservoir modeling