Non Perturbative Methods In Quantum Field Theory Professors in Global

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John March-russell
University of Oxford United Kingdom
quantum field theory
topological quantum field theory
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Antal Jevicki
Brown University United States of America
quantum field theory
non-perturbative collective phenomena
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Dan Freed
Harvard University United States of America
quantum field theory
topological quantum field theories
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Mina Aganagic
University of California, Berkeley United States of America
quantum field theory
topological quantum field theories
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Monica Kang
Texas A&M University United States of America
quantum field theory
non-perturbative aspects
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Alexander Hock
University of Geneva Switzerland
quantum field theory
noncommutative geometry
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Matilde Marcolli
California Institute of Technology United States of America
quantum field theory
noncommutative geometry
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Andrea Chaney
University of Michigan United States of America
quantum field theory
noncommutative geometry
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Ori Ganor
University of California, Berkeley United States of America
quantum field theories
noncommutative geometry
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Girish Agarwal
Texas A&M University United States of America
quantum fundamentals
quantum nonlinear optics
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Marlan Scully
Texas A&M University United States of America
quantum fundamentals
quantum nonlinear optics
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Walter Van Suijlekom
Radboud University Netherlands
quantum gauge fields
noncommutative geometry
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Margherita Disertori
University of Bonn Germany
non-commutative quantum field theory
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Erik Panzer
University of Oxford United Kingdom
perturbative quantum field theory
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Bianca Dittrich
Perimeter Institute Canada
non-perturbative approaches
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Christian Bengs
University of Southampton United Kingdom
quantum computation methods
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Andrew Spencer
University of Glasgow United Kingdom
quantum non-demolition techniques
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Karla Diaz Ordaz
University College London United Kingdom
non-parametric methods
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Howell Tong
London School of Economics and Political Science United Kingdom
non-parametric methods
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Samory Kpotufe
Columbia University United States of America
nonparametric methods
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Amanda Glazer
University of Texas at Austin United States of America
nonparametric methods
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