No.1545
”๗•ช•๛’๖Žฎ‚ฬ”Sซ‰๐—˜_‚ฦ‚ป‚ฬ”ญ“W
Viscosity Solution Theory of Differential Equations and its Developments
RIMS Œค‹†W‰๏•๑W
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2006/05/31`2006/06/02
ฌ’r@–ฮบ
Shigeaki Koike
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–ฺ@ŽŸ
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1. Maximum principle via the iterated comparison function method(Viscosity Solution Theory of Differential Equations and its Developments)---1
@@@@้‹ส‘ๅŠw@@@ฌ’r –ฮบ@(Koike, Shigeaki)
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2. On the removability of a level set for solutions to fully nonlinear equations(Viscosity Solution Theory of Differential Equations and its Developments)---13
@@@@L“‡‘ๅŠw‘ๅŠw‰@—ŠwŒค‹†‰ศ@@@‘๊–{ ˜aL@(Takimoto, Kazuhiro)
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3. Min-max representation in ergodic type Bellman equation of first order under general stability conditions(Viscosity Solution Theory of Differential Equations and its Developments)---32
@@@@Graduate School of Informatics and Sciences, Nagoya University@@@ŠLฃ G—T@(KAISE, HIDEHIRO)
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4. The Allen-Cahn type equation with multiple-well potentials and mean curvature flow equation(Viscosity Solution Theory of Differential Equations and its Developments)---38
@@@@“Œ‹ž‘ๅŠw‘ๅŠw‰@”—‰ศŠwŒค‹†‰ศ@@@‘ๅ’ห Šx@(Ohtsuka, Takeshi)
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5. Asymptotic profile for solutions of Keller-Segel model(Viscosity Solution Theory of Differential Equations and its Developments)---47
@@@@Tsuda University / Leipzig University@@@™ŽR —RŒb /@(SUGIYAMA, Yoshie / LUCKHAUS, Stephan)
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6. Nonlinear Diffusion with a Stationary Level Surface(Viscosity Solution Theory of Differential Equations and its Developments)----54
@@@@Department of Mathematics, Graduate School of Science and Engineering, Ehime University@@@Sakaguchi, Shigeru
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7. AN EVOLUTION PROBLEM FOR THE SINGULAR INFINITY LAPLACIAN(Viscosity Solution Theory of Differential Equations and its Developments)---66
@@@@DEPARTMENT OF MATHEMATICS AND STATISTICS, UNIVERSITY OF JYVASKYLA@@@JUUTINEN, PETRI
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8. Convergence rates of asymptotic solutions to Hamilton-Jacobi equations in Euclidean $n$ space(Viscosity Solution Theory of Differential Equations and its Developments)---83
@@@@University of Toyama@@@FUJITA, Yasuhiro
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9. Asymptotic solutions of a class of Hamilton-Jacobi equations(Viscosity Solution Theory of Differential Equations and its Developments)---88
@@@@‘ๅใ‘ๅŠw‘ๅŠw‰@Š๎‘bHŠwŒค‹†‰ศ@@@ŽsŒด ’ผK@(Ichihara, Naoyuki)
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10. Traveling wave solutions of the Allen-Cahn equations(Viscosity Solution Theory of Differential Equations and its Developments)---112
@@@@—ด’J‘ๅŠw—HŠw•”@@@“๑‹{ L˜a@(Ninomiya, Hirokazu)
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11. RECENT ADVANCES IN THE THEORY OF ARONSSON EQUATIONS(Viscosity Solution Theory of Differential Equations and its Developments)---122
@@@@DEPARTMENT OF MATHEMATICS AND STATISTICS, UNIVERSITY OF JYVASKYLA@@@JUUTINEN, PETRI
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12. UNIQUENESS AND EXISTENCE FOR SPIRAL CRYSTAL GROWTH(Viscosity Solution Theory of Differential Equations and its Developments)---136
@@@@–kŠC“น‹ณˆ็‘ๅŠw@@@Œใ“ก rˆ๊@(GOTO, Shun'ichi)
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13. ASYMPTOTIC SOLUTIONS FOR LARGE-TIME OF HAMILTON-JACOBI EQUATIONS IN EUCLIDEAN $n$ SPACE(Viscosity Solution Theory of Differential Equations and its Developments)---140
@@@@‘ˆ๎“c‘ๅŠw‹ณˆ็‘‡‰ศŠwŠwp‰@@@@ฮˆไ mŽi@(Ishii, Hitoshi)
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