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Free Boundary Problems, Theory and Applications |
| January 10, 2011 to May 20, 2011 |
| Mathematical Sciences Research Institute, Berkeley, CA. |
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| Organized By: Luis Caffarelli (University of Texas), Henri Berestycki (Centre d’Analyse et de Mathèmatique Sociales), Laurence C. Evans (University of California), Mikhail Feldman (University of Wisconsin, Madison), John Ockendon (University of Oxford), Arshak Petrosyan (Purdue University), Henrik Shahgholian* (The Royal Institute of Technology), Tatiana Toro (University of Washington), and Nina Uraltseva (Steklov Mathematical Institute (POMI) |
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| This program aims at the study of various topics within the area of Free Boundaries Problems, from the viewpoints of theory and applications. Many problems in physics, industry, finance, biology, and other areas can be described by partial differential equations that exhibit apriori unknown sets, such as interfaces, moving boundaries, shocks, etc. The study of such sets, also known as free boundaries, often occupies a central position in such problems. The aim of this program is to gather experts in the field with knowledge of various applied and theoretical aspects of free boundary problems. |
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Workshops for this Program: |
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Questions about this program should be sent either by email to the
Program Coordinator or by regular mail to:
Free Boundary Problems, Theory and Applications
Mathematical Sciences Research Institute
17 Gauss Way, Berkeley, CA
94720-5070.
USA
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