Faculty

Institution

Unit

Venue

Tetyana Malysheva

Associate Professor Chair of Mathematics & Statistics

University of Wisconsin–Green Bay

Affiliations

Center for the Advancement of Teaching and Learning

College of Science, Engineering and Technology

Environmental Science

Resch School Of Engineering

Department Of Software Engineering

University of Wisconsin–Green Bay

Tetyana Malysheva is currently serving as a Center For The Advancement Of Teaching And Learning Associate Professor Chair of Mathematics & Statistics at University of Wisconsin–Green Bay.

Honors

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Experiences

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Education

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Tetyana Malysheva

University of Wisconsin–Green Bay

Associate Professor Chair of Mathematics & Statistics

You can click a keyword to filter the displayed items

mechanical engineering applied mathematics nonlinear analysis mechanics thermodynamics nonlinear systems dynamical systems nonlinear dynamics boundary value problems nonlinear functional analysis engineering chemical engineering numerical modeling (geology) solid mechanics mechanics of materials geomechanics porous materials rock mechanics rock engineering petroleum engineering petroleum geoscience rational mechanic nonlinear phenomena nonlinear science rock physics porosity nonlinear mechanical system control applications nonlinear equations numerical method for partial differential equation parabolic equations elliptic equations stability analysis parameter identification sufficient conditions thermo-chemo-poroelastic system advection-diffusion equation well-posedness analysis generalized advection term plate parameters vertical displacement data plate models global well-posedness theory mixed variational problems inverse problem mechatronics engineering optimization multibody system dynamic process control stochastic partial differential equations aerospace engineering ordinary differential equations differential equations numerical simulations finite element method in structural mechanics numerical analysis scientific computing abstract and applied analysis systems modeling control systems computational engineering modeling and simulation vibration control mechanical systems systems engineering computational mechanics robust nonlinear control numerical mathematics multiscale modeling stability system science design optimization general systems computational mathematics control system technology control optimization automatic control active control partial differential equations global optimization inverse problems

Notable Scholarly Works

Notable Federal Grants

Collaborators

An Advection–Diffusion Equation With a Generalized Advection Term: Well-Posedness Analysis and Examples. Examples and Counterexamples (2024)

numerical analysisabstract and applied analysisapplied mathematicsadvection–diffusion equationpartial differential equationswell-posedness analysisdifferential equationsnonlinear functional analysisnonlinear equationsdiffusionnumerical method for partial differential equationboundary value problemsgeneralized advection termnonlinear analysis

Estimation of Plate Parameters From Vertical Displacement Data Using a Family of Plate Models. Electronic Journal of Differential Equations (2023)

Luther W. WhiteTetyana MalyshevaLeif Karlstrom

plate parametersvertical displacement dataplate modelstectonicselectrical engineering

Global Well-Posedness Theory for a Class of Coupled Parabolic-Elliptic Systems. Journal of Mathematical Analysis and Applications (2020)

nonlinear systemsparabolic equationsapplied mathematicsgeometric analysisrational mechanicpartial differential equationsnonlinear phenomenadynamical systemsnonlinear dynamicsnonlinear sciencenonlinear functional analysisglobal well-posedness theorymathematicsdifferential equationsboundary value problemselliptic equationsnonlinear analysis

Stability Analysis of the Inverse Problem of Parameter Identification in Mixed Variational Problems. Springer optimization and its applications (2018)

M. ChoA. A. KhanT. MalyshevaM. SamaL. White

applied mathematicsstability analysismixed variational problemsparameter identificationinverse probleminverse problems

Well-Posedness of a Fully Coupled Thermo-Chemo-Poroelastic System With Applications to Petroleum Rock Mechanics. DOAJ (DOAJ: Directory of Open Access Journals) (2017)

rock physicsengineeringporous materialsthermo-chemo-poroelastic systemnumerical modeling (geology)rock mechanicsthermodynamicssolid mechanicsmechanics of materialsporosityrock engineeringpetroleum engineeringmechanicsgeomechanicsmechanical engineeringpetroleum geoscience

Sufficient Conditions for Hadamard Well-Posedness of a Coupled Thermo-Chemo-Poroelastic System. DOAJ (DOAJ: Directory of Open Access Journals) (2016)

mechanicssufficient conditionsmechanical engineeringthermodynamics

A Coupled Chemo-Thermo-Poroelastic System: Well-Posedness and Approximation for Control Applications. SHAREOK (University of Oklahoma) (2015)

nonlinear systemschemical engineeringnonlinear mechanical systemdynamical systemsnonlinear dynamicscontrol applicationsmechanical engineeringnonlinear analysis

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Tetyana Malysheva

Associate Professor Chair of Mathematics & Statistics

University of Wisconsin–Green Bay

Affiliations

Center for the Advancement of Teaching and Learning

College of Science, Engineering and Technology

Environmental Science

Resch School Of Engineering

Department Of Software Engineering

University of Wisconsin–Green Bay

Tetyana Malysheva is currently serving as a Center For The Advancement Of Teaching And Learning Associate Professor Chair of Mathematics & Statistics at University of Wisconsin–Green Bay.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Tetyana Malysheva

University of Wisconsin–Green Bay

Associate Professor Chair of Mathematics & Statistics

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

An Advection–Diffusion Equation With a Generalized Advection Term: Well-Posedness Analysis and Examples. Examples and Counterexamples (2024)

Estimation of Plate Parameters From Vertical Displacement Data Using a Family of Plate Models. Electronic Journal of Differential Equations (2023)

Luther W. WhiteTetyana MalyshevaLeif Karlstrom

plate parametersvertical displacement dataplate modelstectonicselectrical engineering

Global Well-Posedness Theory for a Class of Coupled Parabolic-Elliptic Systems. Journal of Mathematical Analysis and Applications (2020)

Stability Analysis of the Inverse Problem of Parameter Identification in Mixed Variational Problems. Springer optimization and its applications (2018)

M. ChoA. A. KhanT. MalyshevaM. SamaL. White

applied mathematicsstability analysismixed variational problemsparameter identificationinverse probleminverse problems

Well-Posedness of a Fully Coupled Thermo-Chemo-Poroelastic System With Applications to Petroleum Rock Mechanics. DOAJ (DOAJ: Directory of Open Access Journals) (2017)

Sufficient Conditions for Hadamard Well-Posedness of a Coupled Thermo-Chemo-Poroelastic System. DOAJ (DOAJ: Directory of Open Access Journals) (2016)

mechanicssufficient conditionsmechanical engineeringthermodynamics

A Coupled Chemo-Thermo-Poroelastic System: Well-Posedness and Approximation for Control Applications. SHAREOK (University of Oklahoma) (2015)

nonlinear systemschemical engineeringnonlinear mechanical systemdynamical systemsnonlinear dynamicscontrol applicationsmechanical engineeringnonlinear analysis

1
10 / page