Equations Professors in Global

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Thanh Tran
University of New South Wales Australia
integral equations
stochastic differential equations
partial differential equations
computational mathematics
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Emil Wiedemann
Friedrich-Alexander-Universität Erlangen-Nürnberg Germany
transport equations
continuity equations
partial differential equations
compressible euler equations
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Michael O'neil
New York University United States of America
integral equations
partial differential equations
mathematical physics
numerical solutions
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Horia Cornean
Aalborg University Denmark
mathematics
mathematical physics
applied mathematics
mathematical analysis
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William Lee
Yale University United States of America
mathematics
algorithms
chemistry
mathematical computing
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Filip Rindler
University of Warwick United Kingdom
partial differential equations
theoretical mathematics
applied mathematics
mathematical analysis
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Filip Rindler
University of Warwick United Kingdom
partial differential equations
theoretical mathematics
applied mathematics
mathematical analysis
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Peter Kuchment
Texas A&M University United States of America
partial differential equations
mathematical physics
applied mathematics
dynamics
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Jose Carrillo De La Plata
University of Oxford United Kingdom
kinetic equations
hydrodynamic equations
nonlinear partial differential equations
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Mahdieh Arezoomandan
University of Geneva Switzerland
differential equations
stochastic differential equations
stochastic partial differential equations
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Nikos Kallinikos
University of Warwick United Kingdom
differential equations
soliton equations
mathematical physics
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Alain Goriely
University of Oxford United Kingdom
differential equations
physics
applied mathematics
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Erik Skibsted
Aarhus University Denmark
differential equations
partial differential equations
mathematical physics
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Jason Frank
Utrecht University Netherlands
stochastic differential equations
ordinary differential equations
partial differential equations
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John Harnad
Concordia University Canada
differential equations
mathematical physics
relativity
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Luca Galimberti
King's College London United Kingdom
mathematics
partial differential equations
stochastic partial differential equations
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Svante Granqvist
KTH Royal Institute of Technology Sweden
mathematics
physics
chemistry
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Vasile Gradinaru
ETH Zurich Switzerland
differential equations
applied mathematics
computational mathematics
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Monica Visan
University of California Los Angeles United States of America
differential equations
nonlinear dispersive equations
mathematical analysis
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Xingfu Zou
Western University Canada
ordinary differential equations
partial differential equations
fractional differential equations
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Ivan Kryven
Utrecht University Netherlands
stochastic differential equations
partial differential equations
nonlinear partial differential equations
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