Faculty

Institution

Unit

Venue

Lihe Wang

Professor

University of Iowa

Affiliations

College of Liberal Arts and Sciences

Mathematics Department

Lihe Wang is currently serving as a College Of Liberal Arts And Sciences Professor at University of Iowa.

Honors

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Experiences

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Education

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Lihe Wang

University of Iowa

Professor

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applied mathematics mathematics mathematical analysis elliptic equations numerical analysis differential equations partial differential equations boundary value problems nonlinear analysis pure mathematics ordinary differential equations spectral theory parabolic equations functional analysis geometric analysis theoretical analysis global analysis reifenberg domains numerical method for partial differential equation analytic number theory numerical mathematics systems biology applied physics nonlinear phenomena calculus of variations option pricing elliptic function regularity theory measurable coefficients orlicz spaces positive solutions numerical simulations mathematical optimization nonlinear science hyperbolic equations hyperbolic conservation laws discrete dynamical systems nonlinear hyperbolic problem regularization (mathematics) free boundary problems nonlinear parabolic equations nonlinear elliptic equations nondivergence form nonlinear dynamics biomedical imaging medical image computing convex analysis symmetry (physics) integrable systems oscillation theory image reconstruction computed tomography nonlinear equations bmo coefficients elliptic systems bounded domains stochastic volatility integral equation systems degenerate elliptic equations geometric topology medical physics computational fluid dynamics function spaces finite fields vector space model discrete integrable system abstract analysis gradient estimates non-smooth domains homogenization (chemistry) complex dynamics bifurcation theory deterministic dynamical systems applied algebra optimization problems theoretical mathematics physical modeling civil engineering rational mechanic applied mathematical modelling

Video Presentations

Notable Scholarly Works

Notable Federal Grants

Collaborators

Interior Schauder Estimates for Stokes Systems in Non-Divergence Form. arXiv (Cornell University) (2024)

Dong, RongLi, DongshengWang, Lihe

fluid dynamicsnumerical analysisapplied mathematicsinterior schauder estimatesstokes systemsnon-divergence form

Pricing Perpetual Timer Options Under Heston Model by Finite Difference Method: Theory and Implementation. AIMS Mathematics (2023)

Yaoyuan ZhangLihe Wang

heston modelapplied mathematicsperpetual timer optionsasset pricingfinite difference methodoption pricing

Boundary Lipschitz Regularity of Solutions for General Semilinear Elliptic Equations in Divergence Form. Nonlinear Analysis (2022)

Jingqi LiangLihe WangChunqin Zhou

divergence formboundary lipschitz regularityelliptic equationsnonlinear analysis

The Behavior and Classification of Solutions Bounded From Below to Degenerate Elliptic Equations in Unbounded Cylinders. Journal of Mathematical Analysis and Applications (2022)

Lidan WangLihe WangChunqin ZhouZhenjie Li

boundary element methodsoscillation theoryelliptic functionapplied mathematicsmathematicspartial differential equationsglobal analysismathematical analysisordinary differential equationsdifferential equationsboundary value problemsunbounded cylinderselliptic equationsinverse problemsnonlinear analysis

The Dimensional Estimates of Exponential Growth Solutions to Uniformly Elliptic Equations of Non-Divergence Form. Discrete and Continuous Dynamical Systems (2022)

Lidan WangLihe WangChunqin Zhou

discrete dynamical systemssystems biologydynamical systemsexponential growth solutionsdimensional estimateselliptic equationsnon-divergence form

Classification of Positive Solutions for Fully Nonlinear Elliptic Equations in Unbounded Cylinders. Communications on Pure &amp Applied Analysis (2021)

Lidan WangLihe WangChunqin Zhou

positive solutionsapplied mathematicspure mathematicsnonlinear elliptic equationsnonlinear equationsunbounded cylinderselliptic equationsnonlinear analysis

Krylov's Boundary Gradient Type Estimates for Solutions to Fully Nonlinear Differential Inequalities With Quadratic Growth on the Gradient. SIAM Journal on Mathematical Analysis (2020)

J. Ederson M. BragaDiego E. M. GomesDiego MoreiraLihe Wang

quadratic growthapplied mathematicsmathematical analysis

The Exponential Growth and Decay Properties for Solutions to Elliptic Equations in Unbounded Cylinders. Journal of the Korean Mathematical Society (2020)

Lidan WangLihe WangChunqin Zhou

exponential growthunbounded cylindersdecay propertiesapplied mathematics

A Note on Boundary Differentiability of Solutions of Elliptic Equations in Nondivergence Form. manuscripta mathematica (2019)

Yongpan HuangDongsheng LiLihe Wang

numerical analysisnondivergence formboundary differentiabilityapplied mathematics

Directional Homogenization of Elliptic Equations in Non-Divergence Form. Journal of Differential Equations (2019)

Rong DongDongsheng LiLihe Wang

numerical analysisapplied mathematicsnumerical mathematicspartial differential equationssystems biologydirectional homogenizationfractional calculusordinary differential equationsdifferential equationsnumerical method for partial differential equationdifferential geometryelliptic equationsnon-divergence form

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Lihe Wang

Professor

University of Iowa

Affiliations

College of Liberal Arts and Sciences

Mathematics Department

Lihe Wang is currently serving as a College Of Liberal Arts And Sciences Professor at University of Iowa.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Lihe Wang

University of Iowa

Professor

You can click a keyword to filter the displayed items

Video Presentations

Notable Scholarly Works

Notable Federal Grants

Collaborators

Interior Schauder Estimates for Stokes Systems in Non-Divergence Form. arXiv (Cornell University) (2024)

Dong, RongLi, DongshengWang, Lihe

fluid dynamicsnumerical analysisapplied mathematicsinterior schauder estimatesstokes systemsnon-divergence form

Pricing Perpetual Timer Options Under Heston Model by Finite Difference Method: Theory and Implementation. AIMS Mathematics (2023)

Yaoyuan ZhangLihe Wang

heston modelapplied mathematicsperpetual timer optionsasset pricingfinite difference methodoption pricing

Boundary Lipschitz Regularity of Solutions for General Semilinear Elliptic Equations in Divergence Form. Nonlinear Analysis (2022)

Jingqi LiangLihe WangChunqin Zhou

divergence formboundary lipschitz regularityelliptic equationsnonlinear analysis

The Behavior and Classification of Solutions Bounded From Below to Degenerate Elliptic Equations in Unbounded Cylinders. Journal of Mathematical Analysis and Applications (2022)

Lidan WangLihe WangChunqin ZhouZhenjie Li

The Dimensional Estimates of Exponential Growth Solutions to Uniformly Elliptic Equations of Non-Divergence Form. Discrete and Continuous Dynamical Systems (2022)

Lidan WangLihe WangChunqin Zhou

discrete dynamical systemssystems biologydynamical systemsexponential growth solutionsdimensional estimateselliptic equationsnon-divergence form

Classification of Positive Solutions for Fully Nonlinear Elliptic Equations in Unbounded Cylinders. Communications on Pure &amp Applied Analysis (2021)

Lidan WangLihe WangChunqin Zhou

positive solutionsapplied mathematicspure mathematicsnonlinear elliptic equationsnonlinear equationsunbounded cylinderselliptic equationsnonlinear analysis

Krylov's Boundary Gradient Type Estimates for Solutions to Fully Nonlinear Differential Inequalities With Quadratic Growth on the Gradient. SIAM Journal on Mathematical Analysis (2020)

J. Ederson M. BragaDiego E. M. GomesDiego MoreiraLihe Wang

quadratic growthapplied mathematicsmathematical analysis

The Exponential Growth and Decay Properties for Solutions to Elliptic Equations in Unbounded Cylinders. Journal of the Korean Mathematical Society (2020)

Lidan WangLihe WangChunqin Zhou

exponential growthunbounded cylindersdecay propertiesapplied mathematics

A Note on Boundary Differentiability of Solutions of Elliptic Equations in Nondivergence Form. manuscripta mathematica (2019)

Yongpan HuangDongsheng LiLihe Wang

numerical analysisnondivergence formboundary differentiabilityapplied mathematics

Directional Homogenization of Elliptic Equations in Non-Divergence Form. Journal of Differential Equations (2019)

Rong DongDongsheng LiLihe Wang

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Similar Faculty Members

Hector O. Fattorini

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control optimization

functional analysis

Gary M Lieberman

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applied mathematics

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Peter A. Perry

Institution

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spectral theory

inverse scattering transforms

Dmitry Khavinson

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applied mathematical modelling

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inverse problems

pde-constrained optimization

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University of Kentucky

applied mathematics

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Karl Gustafson

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computational infrastructure

scientific computing

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calculus of variation

Xiangsheng Xu

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applied mathematics

partial differential equations