Faculty

Institution

Unit

Venue

Majda, Andrew J

Morse Professor of Arts and Science

New York University

Affiliations

Arts & Science

Mathematics

Courant Institute of Mathematical Sciences

Mathematics

Majda, Andrew J is currently serving as an Arts & Science Morse Professor of Arts and Science at New York 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

Majda, Andrew J

New York University

Morse Professor of Arts and Science

You can click a keyword to filter the displayed items

applied mathematics fluid dynamics atmospheric science applied physics climate change atmospheric research meteorology physics mathematical physics dynamical systems fluid mechanics computer science filtering technique numerical simulations turbulence modeling mathematical sciences pure mathematics scientific computing nonlinear science information theory tropical convection geophysical research fluid flow physical oceanography state estimation predictability hydrodynamic stability madden-julian oscillation turbulent dynamical systems filter design spectral analysis stochastic dynamical systems model error nonlinear dynamics chaos theory weather forecasting turbulent transport stochastic multicloud model weak solutions statistical mechanics statistical physics computational fluid dynamics detonation phenomenon applied meteorology combustion science multicloud wave theory atmospheric models data assimilation climate forecasting turbulent diffusion applied algebra spatial filtering mesoscale meteorology stability analysis precipitation fronts partial observations diurnal cycle ocean sciences combustion theory incompressible flow compressible flows climate modelling low-frequency climate response geometric ergodicity model errors stochastic superparameterization smooth solutions ocean modelling spectral theory climatic change sea ice stochastic calculus stochastic phenomena numerical method for partial differential equation stochastic systems

Notable Scholarly Works

Notable Federal Grants

Collaborators

A Shallow‐Deep Unified Stochastic Mass Flux Cumulus Parameterization in the Single Column Community Climate Model. Journal of Advances in Modeling Earth Systems (2023)

B. KhouiderB. B. GoswamiR. PhaniA. J. Majda

earth system sciencemodeling and simulationclimate modellingnumerical simulationsearth scienceapplied mathematicsclimate changeclimate modelssingle column community

Statistical Analysis of the Limiting Dynamics of Two Dimensional Boussinesq Turbulent Systems. (2023)

Xuping XieAndrew MajdaDi Qi

fluid dynamics

High Performance Equilibrium Solvers for Integrated Magnetic Fusion Simulations. (2022)

Antoine CerfonGeoffrey McFaddenJon WilkeningJungpyo LeeTonatiuh Sanchez-VizuetLise-Marie Imbert-GérardDhairya MalhotraLee RicketsonMartin GreenwaldMatt LandremanJeffrey FreidbergMike O'NeilFelix ParraManas RachhTravis AskhamEugenia KimDan SegalJustin BallDi QiAndrew Majda

Enso Diversity in a Tropical Stochastic Skeleton Model for the Mjo, El NiñO, and Dynamic Walker Circulation. Journal of Climate (2021)

Qiu YangAndrew J. MajdaNan Chen

physiologyclimatologyenso diversityel ninodynamic walker circulationclimate change

References. Edward Elgar Publishing eBooks (2021)

Andrew JohnstonRobert Huggins

strategic managemententrepreneurshipmanagementsocial innovationuniversity knowledgeinterorganizational relationshipsbusinesstechnology transfercollaboration processinter-firm coordinationuniversity collaborationsmall business managementindustrial collaboration

Role of Diurnal Cycle in the Maritime Continent Barrier Effect on Mjo Propagation in an Agcm. Journal of the Atmospheric Sciences (2021)

R. S. AjayamohanBoualem KhouiderV. PraveenAndrew J. Majda

environmental sciencemjo propagationdiurnal cycleclimate changeatmospheric sciencemeteorology

Anomalous Waves Triggered by Abrupt Depth Changes: Laboratory Experiments and Truncated Kdv Statistical Mechanics. Journal of Nonlinear Science (2020)

Nicholas J. MooreC. Tyler BollesAndrew J. MajdaDi Qi

surface sciencekdv statistical mechanicsabrupt depth changesnonlinear sciencelaboratory experimentsapplied physicsanomalous waves

A Novel Method for Interpolating Daily Station Rainfall Data Using a Stochastic Lattice Model. Journal of Hydrometeorology (2020)

Boualem KhouiderC. T. SabeeraliR. S. AjayamohanV. PraveenAndrew J. MajdaD. S. PaiM. Rajeevan

data modelingnovel methodhydrometeorologydata sciencestochastic lattice model

Dimits Shift, Avalanche-Like Bursts, and Solitary Propagating Structures in the Two-Field Flux-Balanced Hasegawa–Wakatani Model for Plasma Edge Turbulence. Physics of Plasmas (2020)

Di QiAndrew J. MajdaAntoine J. Cerfon

physicsavalanche-like burstsparticle physicsplasma edge turbulencedimits shiftsolitary propagating structures

Efficient Nonlinear Optimal Smoothing and Sampling Algorithms for Complex Turbulent Nonlinear Dynamical Systems With Partial Observations. Journal of Computational Physics (2020)

Nan ChenAndrew J. Majda

scientific computingpartial observationsfluid dynamicsdynamical systemsapplied mathematicscomputer science

1
2
3
4
5
54
10 / page

Majda, Andrew J

Morse Professor of Arts and Science

New York University

Affiliations

Arts & Science

Mathematics

Courant Institute of Mathematical Sciences

Mathematics

Majda, Andrew J is currently serving as an Arts & Science Morse Professor of Arts and Science at New York 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

Majda, Andrew J

New York University

Morse Professor of Arts and Science

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

A Shallow‐Deep Unified Stochastic Mass Flux Cumulus Parameterization in the Single Column Community Climate Model. Journal of Advances in Modeling Earth Systems (2023)

B. KhouiderB. B. GoswamiR. PhaniA. J. Majda

earth system sciencemodeling and simulationclimate modellingnumerical simulationsearth scienceapplied mathematicsclimate changeclimate modelssingle column community

Statistical Analysis of the Limiting Dynamics of Two Dimensional Boussinesq Turbulent Systems. (2023)

Xuping XieAndrew MajdaDi Qi

fluid dynamics

High Performance Equilibrium Solvers for Integrated Magnetic Fusion Simulations. (2022)

Enso Diversity in a Tropical Stochastic Skeleton Model for the Mjo, El NiñO, and Dynamic Walker Circulation. Journal of Climate (2021)

Qiu YangAndrew J. MajdaNan Chen

physiologyclimatologyenso diversityel ninodynamic walker circulationclimate change

References. Edward Elgar Publishing eBooks (2021)

Andrew JohnstonRobert Huggins

Role of Diurnal Cycle in the Maritime Continent Barrier Effect on Mjo Propagation in an Agcm. Journal of the Atmospheric Sciences (2021)

R. S. AjayamohanBoualem KhouiderV. PraveenAndrew J. Majda

environmental sciencemjo propagationdiurnal cycleclimate changeatmospheric sciencemeteorology

Anomalous Waves Triggered by Abrupt Depth Changes: Laboratory Experiments and Truncated Kdv Statistical Mechanics. Journal of Nonlinear Science (2020)

Nicholas J. MooreC. Tyler BollesAndrew J. MajdaDi Qi

surface sciencekdv statistical mechanicsabrupt depth changesnonlinear sciencelaboratory experimentsapplied physicsanomalous waves

A Novel Method for Interpolating Daily Station Rainfall Data Using a Stochastic Lattice Model. Journal of Hydrometeorology (2020)

Boualem KhouiderC. T. SabeeraliR. S. AjayamohanV. PraveenAndrew J. MajdaD. S. PaiM. Rajeevan

data modelingnovel methodhydrometeorologydata sciencestochastic lattice model

Dimits Shift, Avalanche-Like Bursts, and Solitary Propagating Structures in the Two-Field Flux-Balanced Hasegawa–Wakatani Model for Plasma Edge Turbulence. Physics of Plasmas (2020)

Di QiAndrew J. MajdaAntoine J. Cerfon

physicsavalanche-like burstsparticle physicsplasma edge turbulencedimits shiftsolitary propagating structures

Efficient Nonlinear Optimal Smoothing and Sampling Algorithms for Complex Turbulent Nonlinear Dynamical Systems With Partial Observations. Journal of Computational Physics (2020)

Nan ChenAndrew J. Majda

scientific computingpartial observationsfluid dynamicsdynamical systemsapplied mathematicscomputer science

1
2
3
4
5
54
10 / page

Similar Faculty Members

Roger Temam

Institution

Indiana University Bloomington

engineering

numerical mathematics

Weinan E

Institution

Princeton University

applied mathematics

materials science

Eric Vanden-Eijnden

Institution

New York University

engineering

computational infrastructure

Edriss S. Titi

Institution

University of California, Irvine

partial differential equation

nonlinear equation

George Papanicolaou

Institution

Stanford University

international financial market

financial engineering

Michael Ghil

Institution

University of California, Los Angeles

climate projection

climate model

Mohammed Yousuff Hussaini

Institution

Florida State University

multiphysics problem

scientific computing

Nader Masmoudi

Institution

New York University

applied mathematics

fluid dynamics

Leonid Piterbarg

Institution

University of Southern California

applied mathematics

oceanography

Russel E. Caflisch

Institution

New York University

engineering

applied mathematical modelling

Similar Faculty Members

Roger Temam

Institution

Indiana University Bloomington

engineering

numerical mathematics

Weinan E

Institution

Princeton University

applied mathematics

materials science

Eric Vanden-Eijnden

Institution

New York University

engineering

computational infrastructure

Edriss S. Titi

Institution

University of California, Irvine

partial differential equation

nonlinear equation

George Papanicolaou

Institution

Stanford University

international financial market

financial engineering

Michael Ghil

Institution

University of California, Los Angeles

climate projection

climate model

Mohammed Yousuff Hussaini

Institution

Florida State University

multiphysics problem

scientific computing

Nader Masmoudi

Institution

New York University

applied mathematics

fluid dynamics

Leonid Piterbarg

Institution

University of Southern California

applied mathematics

oceanography

Russel E. Caflisch

Institution

New York University

engineering

applied mathematical modelling