No.1178
”ρόŒ`ŠgŽUŒn \ ƒ_ƒCƒiƒ~ƒNƒX‚Ζ‘Q‹ί‰πΝ
Nonlinear Diffusive Systems \ Dynamics and Asymptotics
Œ€‹†W‰ο•ρW
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2000/05/30`2000/06/02
–φ“c@‰p“ρ, X“c@‘P‹v
Eiji Yanagida, Yoshihisa Morita
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–ځ@ŽŸ
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1. Pattern formation described by the Swift-Hohenberg equation (Nonlinear Diffusive Systems : Dynamics and Asymptotics)--------------1
@@@@Mathematical Institute, Leiden University/Department of Mathematics, University of Pittsburgh@@@Peletier,L.A./Troy,W.C.
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2. Pulses, kinks and fronts in the Gray-Scott model (Nonlinear Diffusive Systems : Dynamics and Asymptotics)------------------------16
@@@@Mathematical Institute, Leiden University@@@Peletier,L.A.
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3. A Singular Limit arising in Combustion Theory : Identification of the Limit (Nonlinear Diffusive Systems : Dynamics and Asymptotics)---29
@@@@“Œ‹ž‘εŠw”—‰ΘŠwŒ€‹†‰Θ@@@Weiss,G.S.
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4. Asymptotic Behavior of Solutions to One-phase Stefan Problems for Sublinear Heat Equations (Nonlinear Diffusive Systems : Dynamics and Asymptotics)---36
@@@@Šς•Œ‘εŠw‹³ˆηŠw•”/“Ώ“‡‘εŠwHŠw•”/ˆκ‹΄‘εŠwŒoΟŠw•”/‘ˆξ“c‘εŠw—HŠw•”@@@ˆ€–Ψ –L•F/‘ˆδ mŽi/Ξ‘Ί ’Ό”V/ŽR“c ‹`—Y@(Aiki,Toyohiko/Imai,Hitoshi/Ishimura,Naoyuki/Yamada,Yoshio)
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5. EQUILIBRIA AND TRAVELING WAVES FOR BISTABLE EQUATIONS WITH NON-LOCAL AND DISCRETE DISSIPATION (Nonlinear Diffusive Systems : Dynamics and Asymptotics)---48
@@@@Department of Mathematics, Brigham Young University/Department of Mathematics, University of Pittsburgh/Department of Mathematics, Brigham Young University@@@Bates,Peter W./Chen,Xinfu/Chmaj,Adam
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6. A General Criterion for the Eckhaus Instability in Gradient/Skew-Gradient Systems (Nonlinear Diffusive Systems : Dynamics and Asymptotics)---72
@@@@˜a‰ΜŽR‘εŠwƒVƒXƒeƒ€HŠw•”/“Œ–k‘εŠw—ŠwŒ€‹†‰Θ@@@ŒK‘Ί ‰λ—²/–φ“c ‰p“ρ@(Kuwamura,Masataka/Yanagida,Eiji)
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7. Pulse Dynamics of Reaction-Diffusion Systems (Nonlinear Diffusive Systems : Dynamics and Asymptotics)----------------------------87
@@@@‰‘•lŽs—§‘εŠw‘‡—ŠwŒ€‹†‰Θ@@@‰h Lˆκ˜Y@(Ei,Shin-Ichiro)
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8. Mathematical analysis for a simplified system of chemotaxis (Nonlinear Diffusive Systems : Dynamics and Asymptotics)-------------95
@@@@‘εγ‘εŠw—ŠwŒ€‹†‰Θ@@@—ι–Ψ ‹M@(Suzuki,Takashi)
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9. Recent Results on the Onset of Superconductivity : Domains with Corners (Nonlinear Diffusive Systems : Dynamics and Asymptotics)---118
@@@@Department of Mathematics, Indiana University@@@Sternberg,Peter
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10. WELL-POSEDNESS OF A FREE BOUNDARY PROBLEM IN THE LIMIT OF SLOW-DIFFUSION FAST-REACTION SYSTEMS (Nonlinear Diffusive Systems : Dynamics and Asymptotics)---129
@@@@Department of Mathematics, University of Pittsburgh/Department of Mathematics, University of Pittsburgh@@@Chen,Xinfu/Gao,Congyu
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11. MATHEMATICAL ANALYSIS OF TWO-PHASE FIELD MODEL WITH SURFACE TENSION EFFECT (Nonlinear Diffusive Systems : Dynamics and Asymptotics)---144
@@@@–kŠC“Ή‘εŠw—ŠwŒ€‹†‰Θ@@@—˜ͺμ ‹gL@(Tonegawa,Yoshihiro)
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12. Smooth Solutions of Porous Medium Equations (Nonlinear Diffusive Systems : Dynamics and Asymptotics)---------------------------150
@@@@‘ˆξ“c‘εŠw—HŠw•”/‘ˆξ“c‘εŠw—HŠw•”@@@‘ε’J Œυt/™ŽR —RŒb@(Otani,Mitsuharu/Sugiyama,Yoshie)
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13. GLOBAL CONTINUATION BEYOND SINGULARITY ON THE BOUNDARY (Nonlinear Diffusive Systems : Dynamics and Asymptotics)----------------162
@@@@Department of Mathematics, National Taiwan Normal University@@@Guo,Jong-Shenq
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14. MULTIPLE COEXISTENCE STATES FOR LOTKA-VOLTERRA COMPETITION MODEL WITH DIFFUSION (Nonlinear Diffusive Systems : Dynamics and Asymptotics)---167
@@@@‘ˆξ“c‘εŠw—HŠw•”@@@ŽR“c ‹`—Y@(Yamada,Yoshio)
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15. Interface Equations with Nonlocal Effects (Nonlinear Diffusive Systems : Dynamics and Asymptotics)-----------------------------181
@@@@L“‡‘εŠw—ŠwŒ€‹†‰Θ@@@βŒ³ ‘–]@(Sakamoto,Kunimochi)
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