Numerical Analysis Of Pdes Professors in Global

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Gui-qiang Chen
University of Oxford United Kingdom
geometric pdes
stochastic pdes
numerical analysis
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Geordie Richards
University of Guelph Canada
stochastic pdes
random data dispersive pdes
singular stochastic pdes
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Patrick Farrell
University of Oxford United Kingdom
numerical analysis
bifurcation analysis of nonlinear pdes
pde-constrained optimisation problems
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Per-gunnar Martinsson
University of Texas at Austin United States of America
numerical pdes
numerical analysis
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Ben Adcock
Simon Fraser University Canada
numerical solution of pdes
numerical analysis
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Teresa Leyk
Texas A&M University United States of America
numerical solving pdes
numerical solving odes
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Christoph Reisinger
University of Oxford United Kingdom
numerical analysis
non-linear high-dimensional pdes
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Michael Holst
University of California, San Diego United States of America
numerical analysis
nonlinear geometric pde
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Ozan Öktem
KTH Royal Institute of Technology Sweden
numerical analysis
statistical analysis
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Bo Li
University of California, San Diego United States of America
numerical analysis
applied pde
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Georg Stadler
New York University United States of America
pde systems
pde-constrained optimization
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Jf Williams
Simon Fraser University Canada
nonlinear pde dynamics
bifurcations in pdes
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Maxwell Stolarski
University of Warwick United Kingdom
parabolic pdes
elliptic pdes
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Sebastian Schwarzacher
Uppsala University Sweden
numerical analysis of pdes
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Bin Han
University of Alberta Canada
numerical pdes
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Michelle Michelle
University of Alberta Canada
numerical pdes
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Fabio Nobile
École Polytechnique Fédérale de Lausanne Switzerland
numerical methods for pdes
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Kaibo Hu
University of Oxford United Kingdom
geometric pdes
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René Carmona
Princeton University United States of America
stochastic pdes
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Nikolaos Zygouras
University of Warwick United Kingdom
stochastic pdes
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Frederi Viens
Michigan State University United States of America
stochastic pdes
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