Nonlinear Differential Equations Professors in Global

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René Carmona
Princeton University United States of America
stochastic partial differential equations
backward stochastic differential equations
forward-backward stochastic differential equations
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Philip Morrison
University of Texas at Austin United States of America
theoretical nonlinear dynamics
nonlinear plasma dynamics
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Warren Seider
University of Pennsylvania United States of America
nonlinear analysis
stiff differential equations
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David Addis Stuart
University of Cambridge United Kingdom
nonlinear analysis
nonlinear classical field theories
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Themistoklis Sapsis
Massachusetts Institute of Technology United States of America
nonlinear mechanical systems
high-dimensional nonlinear systems
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Suhasini Subba Rao
Texas A&M University United States of America
nonlinear processes
nonstationary processes
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Zhongmin Qian
University of Oxford United Kingdom
stochastic partial differential equations
backward stochastic differential equations
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Randy Freeman
Northwestern University United States of America
nonlinear system theory
nonlinear control theory
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Claudia Strauch
Aarhus University Denmark
stochastic partial differential equations
nonparametric modeling
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Stig Larsson
Chalmers University of Technology Sweden
stochastic partial differential equations
numerical solution of partial differential equations
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Carsten Rockstuhl
Karlsruhe Institute of Technology Germany
linear nonlinear optics
nonlinear phenomena in nanostructured materials
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Lars Damkilde
Aarhus University Denmark
non-linear finite element method
non-linear material behavior
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Kenneth Jackson
University of Toronto Canada
ordinary differential equations
numerical methods for partial differential equations
validated solutions of differential equations
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John Hunter
University of California, Davis United States of America
nonlinear partial differential equations
nonlinear hyperbolic partial differential equations
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Benoit Pausader
Brown University United States of America
nonlinear schrödinger equation
partial differential equations
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Lea Boßmann
Friedrich-Alexander-Universität Erlangen-Nürnberg Germany
nonlinear schrödinger equation
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Jun Shao
University of Wisconsin–Madison United States of America
nonlinear models
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Dana Galizia
Carleton University Canada
nonlinear models
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René Garcia
Université de Montréal Canada
nonlinear models
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Ananth Shankar
Northwestern University United States of America
arithmetic differential equations
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Jianxin Zhou
Texas A&M University United States of America
nonlinear multiple solution problems
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