Simon Brendle

E142070

Simon Brendle is a German-born mathematician renowned for his groundbreaking work in differential geometry and geometric analysis.

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Simon Brendle canonical 1

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Predicate Object
instanceOf differential geometer
geometric analyst
human
mathematician
academicDegree PhD in mathematics
awardReceived Bôcher Memorial Prize
Clay Research Awards
surface form: Clay Research Award

EMS Prize
Gottfried Wilhelm Leibniz Prize
SASTRA Ramanujan Prize
birthPlace Germany
countryOfCitizenship Germany
educatedAt University of Bonn NERFINISHED
University of Tübingen NERFINISHED
employer Stanford University
fieldOfWork differential geometry
geometric analysis
partial differential equations
gender male
hasAcademicAdvisor Gerhard Huisken
languageSpoken English
German
memberOf American Mathematical Society
Deutsche Mathematiker-Vereinigung
surface form: German Mathematical Society
nativeLanguage German
notableFor applications of geometric flows to global differential geometry
groundbreaking contributions to geometric analysis
proof of the Lawson conjecture for embedded minimal tori in the 3-sphere
solutions to long-standing problems in differential geometry
notableWork research on the Ricci flow
research on the Yamabe flow
results on minimal surfaces
results on the differentiable sphere theorem
results on the isoperimetric inequality under Ricci flow
work on curvature flows
work on fully nonlinear elliptic equations in geometry
work on isoperimetric inequalities
work on minimal Lagrangian submanifolds
work on the Lawson conjecture for minimal tori in S^3
work on the Yamabe problem
work on the sphere theorem
occupation university professor
positionHeld professor of mathematics at Stanford University
workLocation Stanford, California

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