Random Vector Fields Professors in Global

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Matthias Winkel
University of Oxford United Kingdom
random hierarchies
tree-valued random processes
random trees
random partitions
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Ivan Kryven
Utrecht University Netherlands
random matrices
random graph representation
randomized algorithms
random approximation algorithms
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Yimin Xiao
Michigan State University United States of America
random fields
statistical analysis random field models
random fractals
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Frederi Viens
Michigan State University United States of America
random fields
random matrices
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Elchanan Mossel
Massachusetts Institute of Technology United States of America
markov random fields
randomized algorithms
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Wouter Kager
Vrije Universiteit Amsterdam Netherlands
self-interacting random fields
random spatial behavior
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Antti Knowles
University of Geneva Switzerland
random graphs
random matrices
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Oanh Nguyen
Brown University United States of America
random graphs
random polynomials
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Jan Ambjørn
University of Copenhagen Denmark
random paths
random surfaces
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Marcus Michelen
Northwestern University United States of America
random matrices
random polynomials
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Pu Yu
New York University United States of America
random geometry
random planar maps
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Leo Benatar
Georgia Institute of Technology United States of America
random graphs
randomized algorithms
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Gérard Ben Arous
New York University United States of America
random matrices
random media
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Stephan Wagner
Uppsala University Sweden
random graphs
random trees
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Jakob Björnberg
University of Gothenburg Sweden
random recursive trees
random planar maps
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Mark Rudelson
University of Michigan United States of America
random graphs
random matrix theory
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Guillaume Conchon--kerjan
King's College London United Kingdom
random environment
random trees
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Steven Evans
University of California, Berkeley United States of America
random matrices
large random combinatorial structures
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Dmitry Belyaev
University of Oxford United Kingdom
random functions
random growth models
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Swastik Kopparty
University of Toronto Canada
randomness
finite fields
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Wei-biao Wu
University of Chicago United States of America
mean vector estimation
dependent random variables
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