AMS Special Session on The Mathematics of Modeling Multiscale Heterogeneous Media
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Sunday January 9, 2011, 1:00 p.m.-5:50 p.m.
AMS Special Session on The Mathematics of Modeling Multiscale Heterogeneous Media
Maurepas, 3rd Floor, JW Marriott
Organizers:
Robert P. Lipton, Louisiana State University lipton@math.lsu.edu
Tadele A. Mengesha, Louisiana State University
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1:00 p.m.
Why does nature go multiscale?
Yury Grabovsky*, Temple University
Lev Truskinovsky, Ecole Polytechnique
(1067-74-847)
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2:00 p.m.
Models for growth of heterogeneous sandpiles via Mosco convergence.
Marian Bocea*, North Dakota State University
(1067-35-1560)
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2:30 p.m.
L-infinity estimates for gradients of solutions to some nonlinear problems.
Yuliya Gorb*, University of Houston
(1067-35-1989)
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3:00 p.m.
New optimal bounds for two-phase non-well-ordered composites.
Liping Liu*, University of Houston
(1067-35-419)
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3:30 p.m.
Gradient estimates for elliptic equation and system from composite media.
Ellen Shiting Bao*, University of Minnesota
Haigang Li, Beijing Normal University
Yanyan Li, Rutgers University
Biao Yin, University of Connecticut
(1067-35-2125)
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4:00 p.m.
Coordinate transformations of two scale convergent sequences.
Bacim Alali*, University of Utah
Daniel Onofrei, University of Utah
(1067-00-2420)
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4:30 p.m.
Local representations of $L^\infty$ norms for weakly convergent sequences of gradient fields.
Tadele Mengesha*, Louisiana State University
Robert Lipton, Louisiana State University
(1067-35-797)
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5:00 p.m.
Modeling damage evolution in high strength titanium alloys.
Michael Stuebner*, North Carolina State University
Robert P Lipton, Louisiana State University
(1067-74-1909)
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5:30 p.m.
Upscaling methods of flow and transport in heterogeneous porous media.
Yan Li*, Institute for Mathematics and Its Applications
Chen Yuguang, Chevron Energy Technology Company
(1067-65-939)
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