Nonlinear Mixed Models Professors in Global

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Florica-corina Cirstea
University of Sydney Australia
nonlinear analysis
nonlinear partial differential equations
chaotic behavior in nonlinear systems
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Camila De Souza
Western University Canada
mixed effect models
hierarchical mixture models
nonparametric regression
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Jun Shao
University of Wisconsin–Madison United States of America
nonlinear models
linear models
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Hsiao-dong Chiang
Cornell University Netherlands
nonlinear optimization
nonlinear computation methods
nonlinear system theory
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Jérôme Vétois
McGill University Canada
nonlinear analysis
nonlinear partial differential equations
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Jun-cheng Wei
University of British Columbia Canada
nonlinear analysis
nonlinear partial differential equations
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Pavel Winternitz
Université de Montréal Canada
non-linear phenomena
non-linear differential equations
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Michael Fisher
University of Waterloo Canada
nonlinear stability
nonlinear control
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Michael Fisher
University of Waterloo Canada
nonlinear stability
nonlinear control
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Richard Rand
Cornell University Netherlands
nonlinear dynamics
nonlinear vibrations
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Martin Rochette
McGill University Canada
nonlinear processing
highly nonlinear media
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Abhijit Sarkar
Carleton University Canada
nonlinear filtering
non-linear solvers
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David Addis Stuart
University of Cambridge United Kingdom
nonlinear analysis
nonlinear classical field theories
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Eva Cantoni
University of Geneva Switzerland
mixed models
nonparametric regression
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Daniil Yurchenko
University of Southampton United Kingdom
nonlinear stochastic dynamics
nonlinear vibration mitigation
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David Barton
University of Bristol United Kingdom
nonlinear dynamics
mathematical modelling
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David Barton
University of Bristol United Kingdom
nonlinear dynamics
mathematical modelling
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Alice Thompson
University of Manchester United Kingdom
nonlinear dynamics
mathematical modelling
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Philip Morrison
University of Texas at Austin United States of America
theoretical nonlinear dynamics
nonlinear plasma dynamics
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John Miller
Carnegie Mellon University United States of America
nonlinear dynamics
computational models
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Thomas Witelski
Duke University Singapore
nonlinear partial differential equations
mathematical modeling
nonlinear ordinary differential equations
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