Semiparametric Method Developments Professors in Global

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Howell Tong
London School of Economics and Political Science United Kingdom
semi-parametric approaches
parametric methods
non-parametric methods
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Taisuke Otsu
London School of Economics and Political Science United Kingdom
semiparametric methods
nonparametric methods
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Taisuke Otsu
London School of Economics and Political Science United Kingdom
semiparametric methods
nonparametric methods
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Changbao Wu
University of Waterloo Canada
semiparametric methods
nonparametric methods
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Zhibiao Zhao
Pennsylvania State University United States of America
parametric methods
nonparametric methods
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Raymond Wong
Texas A&M University United States of America
semi-parametric modeling
nonparametric modeling
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Gelly Mitrodima
London School of Economics United Kingdom
semiparametric models
bayesian nonparametric methods
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Jesper Sørensen
University of Copenhagen Denmark
semiparametric high-dimensional estimation
specification tests for semiparametric models
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Pravesh Kothari
Princeton University United States of America
semidefinite programming
spectral methods
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Pravesh Kothari
Princeton University United States of America
semidefinite programming
spectral methods
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Thees Spreckelsen
University of Glasgow United Kingdom
quasi-experimental methods
experimental methods
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Laura Metzger
Radboud University Netherlands
quasi-experimental methods
experimental methods
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Sen Na
University of California, Berkeley United States of America
semiparametric models
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Bani Mallick
Texas A&M University United States of America
semiparametric models
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Phillip Vetter
Technical University of Denmark Denmark
semiparametric models
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Kwun Gary Chan
University of Washington United States of America
semiparametric models
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Archer Zhang
University of Glasgow United Kingdom
semiparametric models
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Gery Geenens
University of New South Wales Australia
semiparametric models
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Yangjianchen Xu
University of Waterloo Canada
semiparametric models
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David Pollard
Yale University United States of America
semiparametric models
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Jingjing Wu
University of Calgary Canada
semi-parametric models
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