High Dimensional Hamilton Jacobi Equations Professors in Global

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Panagiotis Souganidis
University of Chicago United States of America
hamilton-jacobi equations
hyperbolic equations
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James Nichols
Australian National University Australia
high dimensional statistics
high dimensional approximation theory
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Dachuan Chen
Singapore Management University Singapore
high dimensional statistics
high frequency econometrics
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Kaixin Liu
London School of Economics and Political Science United Kingdom
high-dimensional time series
high-frequency time series
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Debdeep Pati
University of Wisconsin–Madison United States of America
high-dimensional applications
high dimensional network analysis
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Christoph Meier
Technical University of Munich Germany
high-fidelity multi-physics modeling
high-performance computing
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Yingli Qin
University of Waterloo Canada
high-dimensional data applications
large dimensional covariance matrices
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Petr Chaguine
Rice University United States of America
high energy physics
high energy density physics
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Gerald Wang
Carnegie Mellon University United States of America
high-energy physics
high-performance computing
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Thomas Ryttov
University of Southern Denmark Denmark
high energy physics
theoretical high energy physics
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Alan Weinstein
California Institute of Technology United States of America
high energy astrophysics
high energy particle physics
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David Thomas
University of Southampton United Kingdom
high-level synthesis
high-performance computing
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Marta Bryan
University of Toronto Canada
high-resolution spectroscopy
high-contrast imaging
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Jerome Darbon
Brown University United States of America
high dimensional hamilton-jacobi equations
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Tatjana Pavlenko
Uppsala University Sweden
high-dimensional problems
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Laura Grigori
École Polytechnique Fédérale de Lausanne Switzerland
high dimensional problems
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Jochen Garcke
University of Bonn Germany
high-dimensional problems
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Nilabja Guha
University of Manchester United Kingdom
high-dimensional problems
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Galyna Livshyts
Georgia Institute of Technology United States of America
high-dimensional probability
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Elizaveta Rebrova
Princeton University United States of America
high-dimensional probability
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Lyudmila Sakhanenko
Michigan State University United States of America
high-dimensional probability
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