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Inverse Problems In Wave Scattering
Inverse Problems In Wave Scattering Professors in Global
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Professor
Wenyuan Liao
University of Calgary
Canada
inverse problems
inverse modeling
wave equation-based inversion
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Professor
Martijn Van Beurden
Eindhoven University of Technology
Belgium
inverse scattering
inverse problems
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Professor
Katy Tant
University of Glasgow
United Kingdom
inverse problems
data-driven inverse problems
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Professor
Henrik Gholian
KTH Royal Institute of Technology
Sweden
inverse problems
scattering theory
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Professor
Henrik Gholian
Royal Institute of Technology
Sweden
inverse problems
scattering theory
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Professor
Matthias Bickel
ETH Zurich
Switzerland
inverse optimization
inverse reinforcement learning
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Professor
Mark Spivack
University of Cambridge
United Kingdom
inverse problems in wave scattering
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Professor
Kristopher Innanen
University of Calgary
Canada
inverse scattering
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Professor
Taoufik Meklachi
Penn State Harrisburg
United States of America
inverse scattering
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Professor
Oscar Leong
University of California Los Angeles
United States of America
inverse problems
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Professor
Joseph Kileel
University of Texas at Austin
United States of America
inverse problems
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Professor
Othman Oudghiri-idrissi
University of Texas at Austin
United States of America
inverse problems
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Professor
Jacek Szmigielski
University of Saskatchewan
Canada
inverse problems
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Professor
Alexei Bazavov
Michigan State University
United States of America
inverse problems
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Professor
Ian Jeffrey
University of Manitoba
Canada
inverse problems
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Professor
Alexandros Beskos
University College London
United Kingdom
inverse problems
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Professor
Jeremias Sulam
Johns Hopkins University
United States of America
inverse problems
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Professor
Jianliang Qian
Michigan State University
United States of America
inverse problems
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Professor
George Barbastathis
Massachusetts Institute of Technology
United States of America
inverse problems
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Professor
Edmond Chow
Georgia Institute of Technology
United States of America
inverse problems
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Professor
Felix Herrmann
Georgia Institute of Technology
United States of America
inverse problems
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