Past Member
Craig Sutton
Funding provided by the Charles Simonyi Endowment
From
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Craig Sutton is a differential geometer with interests in spectral geometry and group actions. For instance, he is currently interested in properties of eigenfunctions (e.g., nodal domains, nodal sets and multiplicity) in the presence of symmetry and the spectral geometry of (locally homogeneous) three-manifolds.
Visits
Member
School of Mathematics
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Degrees
University of Michigan
Ph.D.