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Eric Bahuaud
Lecturer
Department of Mathematics
Stanford University
Stanford, California
office: Sloan 381-C
phone: 650-725-6443
email: bahuaud AT math dot stanford dot edu
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Research:
I study differential geometry and PDE. Right now I am interested in geometric flows as well as conformal geometry, Einstein and asymptotically hyperbolic metrics. Please click here to visit my arXiv author page, or any of the papers below for details.
Research papers:
- Yamabe flow on manifolds with edges.
(with Boris Vertman) arXiv preprint.
- Mapping properties of the heat operator on edge manifolds.
(with Emily Dryden and Boris Vertman) arXiv preprint.
- Ricci flow of conformally compact metrics.
Annales de l'Institut Henri Poincaré: Analyse Non Linéaire.
Volume 28, Issue 6, November-December 2011, Pages 813-835
- Short-time existence for some higher-order geometric flows.
(with Dylan Helliwell). Communications in PDE.
Volume 36, Issue 12, 2011
- Conformal compactification of asymptotically locally hyperbolic metrics.
(with Romain Gicquaud). J. Geom. Anal. 21 (2011) 1085--1118.
- Intrinsic characterization of Lipschitz asymptotically hyperbolic metrics.
Pacific J. Math. 239 (2009), no. 2, 231--249.
- H\"older compactification of some manifolds with pinched negative curvature at infinity
(with Tracey Marsh) Canad. J. Math. 60 (2008), no. 6, 1201--1218.
- Intrinsic characterization of asymptotically hyperbolic metrics.
Ph.D. dissertation, University of Washington, 2007.
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