High Order Finite Difference Method Professors in Global

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Chi-wang Shu
Brown University United States of America
finite difference methods
finite element methods
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Michael Griebel
University of Bonn Germany
finite difference methods
finite element methods
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Alex Bespalov
University of Birmingham United Kingdom
high-order numerical methods
finite element methods
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Kathryn Gillow
University of Oxford United Kingdom
high order methods
adaptive finite element methods
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Peter Munch
Technical University of Berlin Germany
finite element methods
finite volume methods
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Nickolas Vlahopoulos
University of Michigan United States of America
finite element methods
hybrid finite element analysis
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Emre Erkmen
Concordia University Canada
finite element method
extended finite element method
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Sara Zahedi
KTH Royal Institute of Technology Sweden
finite element methods
advanced cut finite element methods
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Sara Zahedi
KTH Royal Institute of Technology Sweden
finite element methods
cut finite element methods
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Baoshun Zhou
Technical University of Denmark Denmark
high-order finite difference method
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Sylvain Laizet
Imperial College London United Kingdom
high-order finite-difference methods
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Ken Mattsson
Uppsala University Sweden
finite difference methods
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David Moxey
King's College London United Kingdom
high-order finite element methods
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Alexander Wittig
University of Southampton United Kingdom
high order automatic differentiation
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Christopher Trueman
Concordia University Canada
finite difference time-domain method
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Suchuan Dong
Purdue University United States of America
high-order numerical methods
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Long Wu
University of Southampton United Kingdom
high-order numerical methods
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Tim Colonius
California Institute of Technology United States of America
high-order-accurate methods
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David Williams
Pennsylvania State University United States of America
high-order methods
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Manfred Trummer
Simon Fraser University Canada
high-order methods
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David Del Rey Fernández
University of Waterloo Canada
finite difference schemes
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