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Professors
Marginal Models
Marginal Models Professors in Global
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Professor
Guy Bresler
Massachusetts Institute of Technology
United States of America
statistical models
mathematical models
graphical models
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Professor
Khalid Al-zahrani
University of Toronto
Canada
mouse models
disease models
genetic models
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Professor
Ralf Möller
University of Hamburg
Germany
probabilistic models
causal models
dynamic models
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Professor
Joseph Vogl
Topoi Excellence Cluster
Germany
marginal economies
economic marginality
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Professor
Christopher Pearson
University of Toronto
Canada
mouse models
disease models
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Professor
Jeehye Park
University of Toronto
Canada
mouse models
disease models
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Professor
Lucy Osborne
University of Toronto
Canada
mouse models
disease models
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Professor
William Navarre
University of Toronto
Canada
mouse models
disease models
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Professor
Chi-chung Hui
University of Toronto
Canada
mouse models
disease models
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Professor
Evgueni Ivakine
University of Toronto
Canada
mouse models
disease models
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Professor
Julie Lefebvre
University of Toronto
Canada
mouse models
disease models
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Professor
Tae-hee Kim
University of Toronto
Canada
mouse models
disease models
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Professor
John Brumell
University of Toronto
Canada
mouse models
disease models
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Professor
Paul Delgado Olguin
University of Toronto
Canada
mouse models
disease models
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Professor
Alexandros Beskos
University College London
United Kingdom
population models
graphical models
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Professor
Philippe Di Francesco
University of Illinois
United States of America
matrix models
integrable models
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Professor
Maggie Niu
Pennsylvania State University
United States of America
network models
latent variable models
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Professor
Narayanaswamy Balakrishnan
McMaster University
Canada
statistical models
probabilistic models
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Professor
Miguel Ramalho-santos
University of Toronto
Canada
mouse models
genetic models
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Professor
Alan Yuille
Johns Hopkins University
United States of America
mathematical models
computational models
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Professor
Georges Monette
York University
Canada
mixed models
statistical models
longitudinal models
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