Faculty

Institution

Unit

Venue

Gieri Simonett

Professor

Vanderbilt University

Affiliations

College of Arts and Science

Mathematics

Gieri Simonett is currently serving as a College Of Arts And Science Professor at Vanderbilt University.

Honors

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Experiences

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Education

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Gieri Simonett

Vanderbilt University

Professor

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applied mathematics mathematics fluid dynamics boundary value problems fluid mechanics differential geometry mathematical sciences mathematical analysis nonlinear analysis fluid flow nonlinear phenomena geometric partial differential equation free boundary problems operator theory surface tension numerical analysis applied physics nonlinear dynamics parabolic equations function spaces dynamical systems spectral theory geometry and topology rational mechanic fluid science evolution equations riemannian manifold incompressible flow nonlinear hyperbolic problem maximal regularity willmore flow elliptic equations global analysis surface diffusion riemannian geometry hydrodynamic stability bifurcation theory two-phase navier-stokes equations elliptic operators rayleigh-taylor instability interface science topological semigroups elliptic function classical solutions analytic solutions incompressible two-phase flows surface diffusion flow materials science numerical mathematics theoretical analysis dynamical analysis manifold learning riemann-hilbert problem stefan problem quasilinear reaction-diffusion systems quasilinear parabolic equations mathematical optimization statistical mechanics statistical physics discrete dynamical systems mathematical control theory qualitative analysis regularization (mathematics) transformation semigroups stability analysis disperse flow singularly perturbed problem perturbation methods hele-shaw models continuous interpolation spaces quasilinear parabolic problems thermal engineering manifold modeling analytic number theory theoretical issues monge-ampere equation nonlinear science stokes equations

Notable Scholarly Works

Notable Federal Grants

Collaborators

Coriolis-Driven Fluid Motion on Spherical Surfaces. arXiv (Cornell University) (2024)

Shao, YuanzhenSimonett, GieriWilke, Mathias

coriolis-driven fluid motionspherical surfacesfluid dynamicsfluid mechanicsapplied physics

Interfaces, Free Boundaries and Geometric Partial Differential Equations. Oberwolfach Reports (2024)

Charles M. ElliottHarald GarckeBarbara NiethammerGieri Simonett

geometric partial differential equationinterface sciencenumerical method for partial differential equationgeometryfree boundariesfree boundary problemsgeometric analysispartial differential equationsgeometric modelinginterface (matter)applied mathematics

On a Thermodynamically Consistent Model for Magnetoviscoelastic Fluids in 3d. Journal of Evolution Equations (2024)

Hengrong DuYuanzhen ShaoGieri Simonett

3d modelingfluid mechanicsmagnetoviscoelastic fluidsevolutionary biology

The Navier-Stokes Equations on Manifolds With Boundary. Journal of Differential Equations (2024)

Yuanzhen ShaoGieri SimonettMathias Wilke

differential geometrytopologyfluid dynamicsnavier-stokes equationsapplied mathematics

$$H^\Infty $$-Calculus for the Surface Stokes Operator and Applications. Journal of Mathematical Fluid Mechanics (2022)

Gieri SimonettMathias Wilke

surface stokes operatorfluid mechanicsfluid dynamicsapplied mathematics

Well-Posedness for Magnetoviscoelastic Fluids in 3d. Nonlinear Analysis Real World Applications (2022)

Hengrong DuYuanzhen ShaoGieri Simonett

nonlinear analysisengineeringfluid dynamicsmagnetoviscoelastic fluidsapplied physicsapplied mathematics

$H^\Infty$-Calculus for the Surface Stokes Operator and Applications. arXiv (Cornell University) (2021)

surface stokes operatorgeometric partial differential equationboundary value problemsdifferential geometrynumerical analysisglobal analysisoperator theorynumerical mathematicsgeometric analysispartial differential equationsspectral theoryapplied mathematics

H¿A-Calculus for the Surface Stokes Operator and Applications. arXiv (2021)

surface stokes operatorboundary value problemsdifferential geometrynumerical analysisoperator theorymathematicsnumerical mathematicspartial differential equationsfree boundary problemsapplied mathematics

On the Navier–Stokes Equations on Surfaces. Journal of Evolution Equations (2020)

Jan PrüssGieri SimonettMathias Wilke

surface sciencefluid dynamicsnavier-stokes equationsfluid mechanicsapplied mathematics

The Surface Diffusion and the Willmore Flow for Uniformly Regular Hypersurfaces. Discrete and Continuous Dynamical Systems - S (2020)

Jeremy LeCroneYuanzhen ShaoGieri Simonett

willmore flowfluid dynamicsuniformly regular hypersurfacessurface diffusionapplied physics

1
2
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4
5
19
10 / page

Gieri Simonett

Professor

Vanderbilt University

Affiliations

College of Arts and Science

Mathematics

Gieri Simonett is currently serving as a College Of Arts And Science Professor at Vanderbilt 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

Gieri Simonett

Vanderbilt University

Professor

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Coriolis-Driven Fluid Motion on Spherical Surfaces. arXiv (Cornell University) (2024)

Shao, YuanzhenSimonett, GieriWilke, Mathias

coriolis-driven fluid motionspherical surfacesfluid dynamicsfluid mechanicsapplied physics

Interfaces, Free Boundaries and Geometric Partial Differential Equations. Oberwolfach Reports (2024)

Charles M. ElliottHarald GarckeBarbara NiethammerGieri Simonett

On a Thermodynamically Consistent Model for Magnetoviscoelastic Fluids in 3d. Journal of Evolution Equations (2024)

Hengrong DuYuanzhen ShaoGieri Simonett

3d modelingfluid mechanicsmagnetoviscoelastic fluidsevolutionary biology

The Navier-Stokes Equations on Manifolds With Boundary. Journal of Differential Equations (2024)

Yuanzhen ShaoGieri SimonettMathias Wilke

differential geometrytopologyfluid dynamicsnavier-stokes equationsapplied mathematics

$$H^\Infty $$-Calculus for the Surface Stokes Operator and Applications. Journal of Mathematical Fluid Mechanics (2022)

Gieri SimonettMathias Wilke

surface stokes operatorfluid mechanicsfluid dynamicsapplied mathematics

Well-Posedness for Magnetoviscoelastic Fluids in 3d. Nonlinear Analysis Real World Applications (2022)

Hengrong DuYuanzhen ShaoGieri Simonett

nonlinear analysisengineeringfluid dynamicsmagnetoviscoelastic fluidsapplied physicsapplied mathematics

$H^\Infty$-Calculus for the Surface Stokes Operator and Applications. arXiv (Cornell University) (2021)

H¿A-Calculus for the Surface Stokes Operator and Applications. arXiv (2021)

On the Navier–Stokes Equations on Surfaces. Journal of Evolution Equations (2020)

Jan PrüssGieri SimonettMathias Wilke

surface sciencefluid dynamicsnavier-stokes equationsfluid mechanicsapplied mathematics

The Surface Diffusion and the Willmore Flow for Uniformly Regular Hypersurfaces. Discrete and Continuous Dynamical Systems - S (2020)

Jeremy LeCroneYuanzhen ShaoGieri Simonett

willmore flowfluid dynamicsuniformly regular hypersurfacessurface diffusionapplied physics

1
2
3
4
5
19
10 / page

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Similar Faculty Members

Zhongwei Shen

Institution

University of Kentucky

applied mathematics

mathematics

Guido De Philippis

Institution

New York University

applied mathematical modelling

spectral analysis

Ralph E. Showalter

Institution

Oregon State University

diffusion process

pore structure

Louis Nirenberg

Institution

New York University

calculus of variation

differential geometry

Hector O. Fattorini

Institution

University of California, Los Angeles

control optimization

functional analysis

Peter A. Perry

Institution

University of Kentucky

spectral theory

inverse scattering transforms

Roman Shvydkoy

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University of Illinois Chicago

applied mathematics

turbulence modeling

Tristan Buckmaster

Institution

New York University

hydrodynamic stability

fluid equations

Mohammed Ziane

Institution

University of Southern California

incompressible flow

rational mechanic

Nader Masmoudi

Institution

New York University

applied mathematics

fluid dynamics