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Europe |
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Marek Fila |
Comenius University (Slovakia) |
L1-connections between equilibria of a semilinear parabolic equation |
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Joost Hulshof |
Vrije Universiteit Amsterdam (Netherlands) |
Is the Kuramoto-Sivashinsky equation valid for 2D free boundary problems? |
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John R. King |
University of Nottingham (UK) |
Formal asymptotic results for some blow up problems |
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Aappo Pulkkinen |
Helsinki University of Technology (Finland) |
On the blow up of solutions for the exponential reaction-diffusion equation |
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Fernando Quirós |
Universidad Autónoma de Madrid (Spain) |
Multiple blowup for a porous medium equation with reaction |
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Pavol Quittner |
Comenius University (Slovakia) |
Parabolic Liouville theorems and applications I |
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Philippe Souplet |
Université Paris XIII (France) |
Grow-up rate and refined asymptotics for a two-dimensional Keller-Segel
model in chemotaxis |
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Juan Luis Vázquez |
Universidad Autónoma de Madrid (Madrid, Spain) |
Cancelled |
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Juan J. L. Velázquez |
Universidad Complutense (Spain) |
Pattern formation for differential equations with nondiffusive
interactions |
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Fred Weissler |
Université Paris XIII (France) |
Sign-changing stationary solutions and blow up for the nonlinear heat equation
in a ball |
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Michael Winkler |
Comenius University (Slovakia) |
Collapse-preventing mechanisms in chemotaxis models |
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Japan |
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Yoshikazu Giga |
University of Tokyo |
On blow-up at space infinity |
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Michinori Ishiwata |
Muroran Institute of Technology |
On the threshold solutions for semilinear parabolic problems involving critical Sobolev exponent |
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Hiroshi Matano |
University of Tokyo |
Backward blow-up profile in a Supercritical Nonlinear Heat Equation |
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Noriko Mizoguchi |
Tokyo Gakugei University |
Nonexistence of backward self-similar blowup solution to a supercritical
semilinear heat equation |
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Yuki Naito |
Kobe University |
Threshold solutions for a semilinear heat equation with Sobolev critical
exponent |
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Hayato Nawa |
Osaka University |
Asymptotic profiles and blowup rates for the L2 critical nonlinear Schrödinger equations |
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Hirokazu Ninomiya |
Ryukoku University |
Conditions for the blowup of solutions to a reaction-diffusion equation |
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Takayoshi Ogawa |
Tohoku University |
Asymptotic behavior of the solution for the critical drift-diffusion system |
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Hisashi Okamoto |
Kyoto University |
On the role of the convection term in the equations of motion of incompressible
fluid |
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Yoshie Sugiyama |
Tsuda College |
Partial regularity and blow-up asymptotics of weak solutions to Keller-Segel systems |
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Takashi Suzuki |
Osaka University |
Dimension control of the blow-up set for parabolic and elliptic equations |
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Ryuichi Suzuki |
Kokushikan University |
Blow-up of solutions of a quasilinear parabolic equation |
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Others |
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Kai-Seng Chou |
City University of Hong Kong (China) |
Cancelled |
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Jong-Shenq Guo |
National Taiwan Normal University (Taiwan) |
Blowup rate estimates for the heat equation with a nonlinear gradient source
term |
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Peter Polácik |
University of Minnesota (USA) |
Parabolic Liouville theorems and applications II |