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Geometry and Regularity of Free Boundaries. |
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KTH, Stockholm, February
28-March 2, 2000, in connection with the Mittag-Leffler
Institute year 1999/2000 on Potential theory and Nonlinear PDE. |
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Luis Caffarelli, University
of Texas at Austin |
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Björn Gustafsson, KTH,
Stockholm |
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Arshak Petrosyan, KTH, Stockholm |
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Henrik Shahgholian (Chairman),
KTH, Stockholm |
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free boundary, nodal set, singular set, geometric configuration, combustion
theory, monotonicity formula. |
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The workshop will be devoted to questions of geometry and
regularity of certain, apriori unknown, sets coming up in solutions
of nonlinear PDE problems, viz. free boundaries, vanishing sets,
nodal and singular sets. Such sets appear in the obstacle problem, the
Stefan problem, problems in combustion theory, fluid mechanics, and potential
theory. The unifying theme will be the structure of the
unknown sets in these problems. Special attention will be paid to the geometric
and regularity properties. |
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Sven Hagströmer's & Mats Qviberg's Foundation |
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| D. Adams (Lexington) |
I. Athanasopoulos (Herakleion) |
| D. Danielli (Baltimore) |
N. Garofalo (Baltimore) |
| Q. Han (Notre Dame) |
H. Hedenmalm (Lund) |
| D. Jerison (Cambridge) |
L. Karp (Haifa) |
| B. Kawohl (Köln) |
C. Lederman (Buenos Aires) |
| P. Markowich (Vienna) |
J. Salazar (Lisbon) |
| S. Salsa (Milan) |
N. Ural'tseva (St. Petersburg) |
| G. Weiss (Tokyo) |
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For more/updated information
please contact H. Shahgholian at henriks@math.kth.se |
