AMS Special Session on Integral Geometry: Analysis and Applications
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Thursday January 6, 2011, 8:30 a.m.-10:50 a.m.
AMS Special Session on Integral Geometry: Analysis and Applications, I
Napoleon C3, 3rd Floor, Sheraton
Organizers:
Gaik Ambartsoumian, University of Texas, Arlington
Gestur Olafsson, Louisiana State University
Eric Todd Quinto, Tufts University todd.quinto@tufts.edu
Boris S. Rubin, Louisiana State University
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Thursday January 6, 2011, 2:15 p.m.-6:05 p.m.
AMS Special Session on Integral Geometry: Analysis and Applications, II
Napoleon C3, 3rd Floor, Sheraton
Organizers:
Gaik Ambartsoumian, University of Texas, Arlington
Gestur Olafsson, Louisiana State University
Eric Todd Quinto, Tufts University todd.quinto@tufts.edu
Boris S. Rubin, Louisiana State University
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2:15 p.m.
Singular value decomposition for the truncated Hilbert transform.
Alexander Katsevich*, University of Central Florida
(1067-44-929)
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2:45 p.m.
Local Inversion of the Sonar Transform Regularized by the Approximate Inverse.
Eric Todd Quinto*, Tufts University
Andreas Rieder, Karlsruhe Institute of Technology
Thomas Schuster, Helmut Schmidt Universität
(1067-92-187)
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3:15 p.m.
Microlocal properties for the slant-hole SPECT operator.
Raluca Felea*, Rochester Institute of Technology
Todd Quinto, Tufts University
(1067-44-432)
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3:45 p.m.
Local rigidity results for Riemannian metrics on a manifold with boundary.
James Vargo*, Texas A&M University
(1067-53-1335)
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4:15 p.m.
$L^2$-wellposedness for Schrödinger type equations on $\bold{S}^n$.
Tomoyuki Kakehi*, Okayama University
(1067-35-2010)
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4:45 p.m.
The Admissibility Problem for Radon transforms on projective spaces over finite fields.
Eric L Grinberg*, University of Massachusetts, Boston
David V. Feldman, University of New Hampshire
(1067-52-1959)
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5:15 p.m.
On simplexes determined by fractal subsets of the Euclidean space.
Alex Iosevich*, University of Rochester
(1067-42-417)
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5:45 p.m.
Partial Abel Transforms on Damek-Ricci spaces and their application.
William O. Bray*, University of Maine
(1067-42-112)
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