Faculty

Institution

Unit

Venue

Susan Friedlander

Professor

University of Southern California

Affiliations

College of Letters, Arts and Sciences

Natural Sciences

Mathematics

Susan Friedlander is currently serving as a College Of Letters, Arts And Sciences Professor at University of Southern California.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Susan Friedlander

University of Southern California

Professor

You can click a keyword to filter the displayed items

applied mathematics fluid dynamics fluid mechanics physics stability fluid flow geophysical research dynamical systems hydrodynamic stability applied physics earth science mathematical physics geophysics nonlinear phenomena internal waves magnetohydrodynamics computational fluid dynamics mathematical sciences nonlinear dynamics mathematical analysis fluid science stability analysis nonlinear instability history of mathematics system stability mathematical fluid dynamics numerical simulations mathematics education chaos theory geophysical flows instability criteria ideal fluid unstable spectrum contained rotating spectral theory vortex dynamics oscillation theory numerical stability magneto-geostrophic equations hydromagnetic waves dyadic models mathematical optimization discrete dynamical systems turbulence modeling unsteady flows historical scholarship fluid core navier-stokes equations euler equations inviscid dyadic model ocean sciences hydraulics energy conservation robustness (computer science) fluid-solid interactions vortex induced vibration physical oceanography lunar science steady flows statistical physics statistical mechanics marine engineering friction theoretical analysis stochastic phenomena stochastic dynamical systems stochastic calculus stochastic differential equations abstract analysis surface tension orbit determination shell theory rapid publication feminist inquiry feminist perspectives inviscid incompressible fluid aerospace engineering

Video Presentations

Notable Scholarly Works

Notable Federal Grants

Collaborators

An Interview With Susan Friedlander. The Mathematical Intelligencer (2025)

susan friedlanderfeminist studiessocial historyarchitecture criticismhumanities

Ill/Well-Posedness of Inviscid Active Scalar Equations With Physical Applications. Journal of Diferential Equations (2024)

numerical analysisapplied mathematicsnumerical mathematicspartial differential equationsphysical applicationsnonlinear sciencemathematicsnonlinear equationsdifferential equationsboundary value problemsnonlinear analysis

Ill/Well-Posedness of Non-Diffusive Active Scalar Equations With Physical Applications. Journal of Differential Equations (2024)

Susan FriedlanderAnthony SuenFei Wang

physical applicationsapplied physicsapplied mathematics

Non-Uniqueness of Forced Active Scalar Equations With Even Drift Operators. Physica D Nonlinear Phenomena (2024)

Mimi DaiSusan Friedlander

applied physicsmathematical physicsactive scalar equations

Commentary. Bulletin of the American Mathematical Society (2023)

Dyadic Models for Fluid Equations: A Survey. Journal of Mathematical Fluid Mechanics (2023)

Alexey CheskidovMimi DaiSusan Friedlander

fluid mechanicsdyadic modelsfluid equationsapplied mathematics

Dyadic Models for the Fluid Equations: A Survey. J. Math. Fluid Mech. (2023)

fluid dynamicsapplied mathematicsfluid mechanicsfluid flowpartial differential equationsmathematicsdifferential equationsboundary value problemsmultiscale hydrodynamicsdyadic models

On a Class of Forced Active Scalar Equations With Small Difusive Parameters. Pure and Applied Functional Analysis (2023)

small difusive parametersapplied mathematicsnumerical mathematicspartial differential equationsnonlinear hyperbolic problemmathematicsnonlinear equationsdifferential equationsnonlinear analysisboundary value problemscomputational mathematics

The Marquise Du Chatelet: Aristocrat and Mathematician. AMS Bulletin (2023)

intellectual historyancient philosophyhistory of philosophyinterdisciplinary historyclassicshistorical scholarshiphistory of mathematicshistorical reviewfrench historyfrench studiesphilosophy of historymarquise du chatelethistory

The Mathematical Congress of the Americas is Coming to the Us in 2025. Notices of the American Mathematical Society (2023)

Robert Stephen CantrellSusan Friedlander

mathematical congressmathematical analysismathematics

1
2
3
4
5
18
10 / page

Susan Friedlander

Professor

University of Southern California

Affiliations

College of Letters, Arts and Sciences

Natural Sciences

Mathematics

Susan Friedlander is currently serving as a College Of Letters, Arts And Sciences Professor at University of Southern California.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Susan Friedlander

University of Southern California

Professor

You can click a keyword to filter the displayed items

Video Presentations

Notable Scholarly Works

Notable Federal Grants

Collaborators

An Interview With Susan Friedlander. The Mathematical Intelligencer (2025)

susan friedlanderfeminist studiessocial historyarchitecture criticismhumanities

Ill/Well-Posedness of Inviscid Active Scalar Equations With Physical Applications. Journal of Diferential Equations (2024)

Ill/Well-Posedness of Non-Diffusive Active Scalar Equations With Physical Applications. Journal of Differential Equations (2024)

Susan FriedlanderAnthony SuenFei Wang

physical applicationsapplied physicsapplied mathematics

Non-Uniqueness of Forced Active Scalar Equations With Even Drift Operators. Physica D Nonlinear Phenomena (2024)

Mimi DaiSusan Friedlander

applied physicsmathematical physicsactive scalar equations

Commentary. Bulletin of the American Mathematical Society (2023)

Dyadic Models for Fluid Equations: A Survey. Journal of Mathematical Fluid Mechanics (2023)

Alexey CheskidovMimi DaiSusan Friedlander

fluid mechanicsdyadic modelsfluid equationsapplied mathematics

Dyadic Models for the Fluid Equations: A Survey. J. Math. Fluid Mech. (2023)

fluid dynamicsapplied mathematicsfluid mechanicsfluid flowpartial differential equationsmathematicsdifferential equationsboundary value problemsmultiscale hydrodynamicsdyadic models

On a Class of Forced Active Scalar Equations With Small Difusive Parameters. Pure and Applied Functional Analysis (2023)

The Marquise Du Chatelet: Aristocrat and Mathematician. AMS Bulletin (2023)

The Mathematical Congress of the Americas is Coming to the Us in 2025. Notices of the American Mathematical Society (2023)

Robert Stephen CantrellSusan Friedlander

mathematical congressmathematical analysismathematics

1
2
3
4
5
18
10 / page

Similar Faculty Members

Mohammed Ziane

Institution

University of Southern California

incompressible flow

rational mechanic

Roman Shvydkoy

Institution

University of Illinois Chicago

applied mathematics

turbulence modeling

Igor Kukavica

Institution

University of Southern California

partial differential equation

nonlinear equation

Tristan Buckmaster

Institution

New York University

hydrodynamic stability

fluid equations

Gieri Simonett

Institution

Vanderbilt University

calculus of variation

nonlinear analysis

Aseel Farhat

Institution

University of Virginia

applied mathematics

fluid dynamics

John A. Adam

Institution

Old Dominion University

spectral theory

difference equation

Jalal M. I. Shatah

Institution

New York University

nonlinear hyperbolic problem

hyperbolic equation

Kevin Zumbrun

Institution

Indiana University Bloomington

nonlinear analysis

nonlinear hyperbolic problem

Vincent J Ervin

Institution

Clemson University

applied mathematics

numerical analysis

Similar Faculty Members

Mohammed Ziane

Institution

University of Southern California

incompressible flow

rational mechanic

Roman Shvydkoy

Institution

University of Illinois Chicago

applied mathematics

turbulence modeling

Igor Kukavica

Institution

University of Southern California

partial differential equation

nonlinear equation

Tristan Buckmaster

Institution

New York University

hydrodynamic stability

fluid equations

Gieri Simonett

Institution

Vanderbilt University

calculus of variation

nonlinear analysis

Aseel Farhat

Institution

University of Virginia

applied mathematics

fluid dynamics

John A. Adam

Institution

Old Dominion University

spectral theory

difference equation

Jalal M. I. Shatah

Institution

New York University

nonlinear hyperbolic problem

hyperbolic equation

Kevin Zumbrun

Institution

Indiana University Bloomington

nonlinear analysis

nonlinear hyperbolic problem

Vincent J Ervin

Institution

Clemson University

applied mathematics

numerical analysis