Multi Dimensional Approximation Professors in Global

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Igor Pivkin
Università della Svizzera italiana Switzerland
multiscale modeling
multiphysics modeling
stochastic multiscale modeling
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Guanchen Li
University of Glasgow United Kingdom
multiphysics simulation
mathematical modeling
multiscale engineering
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Stuart Brown
University of California Los Angeles United States of America
quasi-two-dimensional systems
quasi-one-dimensional systems
dimensionality
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James Nichols
Australian National University Australia
high dimensional approximation theory
approximation
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Feng Dai
University of Alberta Canada
approximation theory
nonlinear approximation
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Guergana Petrova
Texas A&M University United States of America
approximation theory
nonlinear approximation
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Akke Suiker
Eindhoven University of Technology Belgium
multi-scale modeling
multi-physics modeling
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Yung Shin
Purdue University United States of America
multi-scale modeling
multi-physics modeling
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Guowei Ma
University of Western Australia Australia
multi-scale modelling
multi-physics modelling
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Armin Iske
University of Hamburg Germany
numerical approximation
kernel-based approximation methods
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Gerard Gorman
Imperial College London United Kingdom
multi-scale modeling
multi-physics modeling
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Frances Kuo
University of New South Wales Australia
approximation
high-dimensional numerical integration
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Somnath Ghosh
Johns Hopkins University United States of America
multiscale modeling
multi-physics modeling
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Vineet Bafna
University of California, San Diego United States of America
approximation algorithms
multiple alignments
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Alexei Shadrin
University of Cambridge United Kingdom
approximation theory
shape-preserving approximation
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Houman Owhadi
California Institute of Technology United States of America
statistical numerical approximation
multi-scale stochastic analysis
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Houman Owhadi
California Institute of Technology United States of America
statistical numerical approximation
multi-scale stochastic analysis
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Heather Wilber
University of Washington United States of America
approximation theory
nonlinear approximation methods
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Christian Linder
Stanford University United States of America
multi-scale modeling
multi-physics
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Mohammad Salavatipour
University of Alberta Canada
approximation algorithms
hardness approximation
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Kiefer
Technical University of Berlin Germany
approximation algorithms
mathematical optimization
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