dfe-ML‚ÌŠF—l ˆÈ‰º‚̂悤‚ÉŒ¤‹†�W‰ï‚ðŠJ�µ‚Ü‚·�D �@�‘�ÛŒ¤‹†�W‰ï�@Recent Advances on Nonlinear Parabolic and Elliptic Differential Equations �@“ú’ö�F‚P‚QŒŽ‚R“ú‚©‚ç‚T“ú �@�ê�Š�F—´’J‘åŠw�£“cƒLƒƒƒ“ƒpƒX‚P�†ŠÙ‚U‚P‚X‰ï‹cŽº�i‚R�C‚S“ú�j‚¨‚æ‚ÑREC�¬ƒz�[ƒ‹�i‚T“ú�j �@�@�@�@�@Ž ‰êŒ§‘å’ÃŽs�£“c‘å�]’¬‰¡’J‚P�|‚T ƒvƒ�ƒOƒ‰ƒ€ December 3 (Mon.) 13:30-14:15 J.-S. Guo (National Taiwan Normal Univ.) Motion by curvature of planar curves with two free end points 14:30-15:15 “Þ—Ç Œõ‹I (“Œ‹ž‘åŠw) Stability of traveling waves in the Allen-Cahn equation and curvature flows 15:30-16:00 Break 16:00-16:45 ‘ê–{ ˜a�L (�L“‡‘åŠw) Rado type theorem for solutions to fully nonlinear equations 17:00-17:45 ŽO‘ò �³Žj (ŒF–{‘åŠw) On a regularity problem for the evolution of constant mean curvature surfaces December 4 (Tue.) 10:00-10:45 ŽR“c ‹`—Y (‘�ˆî“c‘åŠw) Limiting characterization of stationary solutions for some Lotka-Volterra models with nonlinear diffusion 11:00-11:45 C. Bandle (Bassel University) Emden equations in spaces of constant curvature 12:00-13:30 Lunch 13:30-14:15 W. Reichel (Univ. of Karlsruhe) A-priori bounds for higher order nonlinear elliptic Dirichlet boundary value problems 14:30-15:15 –ö“c ‰p“ñ (“Œ–k‘åŠw) Some properties of decaying solutions of a semilinear parabolic equation 15:30-16:00 Break 16:00-16:45 B. Brighi (University of Haute Alsace) On a nonlinear system of PDE's arising in free convection 17:00-17:25 �²“¡ ãÄ‘å (“Œ–k‘åŠw) Existence of solutions with moving singularities for a semilinear parabolic equation 17:30-17:55 ‰ºžŠ �¹•F (“Œ‹ž‘åŠw) The global profile of blow-up at space infinity and criteria for total blow-up in nonlinear heat equations 19:00- �§�e‰ï December 5 (Wed.) 10:00-10:45 �âŒû –Î (ˆ¤•Q‘åŠw) Stationary isothermic surfaces and a characterization of the spherical cylinder 11:00-11:45 M. Kowalczyk (Univ. of Chile) The Toda system and multiple-end solutions of autonomous planar elliptic problems 12:00-13:30 Lunch 13:30-14:15 ’·àV ‘s”V (�é‹Ê‘åŠw) On the gradient flow for a shape optimization problem of plane curves as a singular limit 14:30-15:15 •Ç’J ŠìŒp (‘å�ã•{—§‘åŠw) Imperfect bifurcations arising in a nonlinear elliptic equation on a spherical cap 15:30-16:15 M. Chipot (Zurich University) Asymptotic behaviour of problems in cylinders �§�e‰ï‚Í�C‚P‚QŒŽ‚S“ú‚P‚XŽž‚©‚çŠJ�µ‚Ü‚·�D —\ŽZ‚Í‚V‚O‚O‚O�ç‰~‘OŒã�iŠwŠ„‚ ‚è�j‚ð—\’肵‚Ä‚¢‚Ü‚·�D ‚R“ú‚̉ï�ê‚ɂĎQ‰ÁŽÒ‚ÌŠm”F‚µ‚Ü‚·�D ‚S“ú‚©‚çŽQ‰Á‚³‚ê‚é•û‚Í�Cƒ��[ƒ‹‚ɂĂ²˜A—�‰º‚³‚¢�D —´’J‘åŠw‚ւ̃AƒNƒZƒX•û–@‚ɂ‚«‚Ü‚µ‚Ä‚Í�C �@�@�@http://www.math.ryukoku.ac.jp/access.html ‚ð‚²ŽQ�Ɖº‚³‚¢�DˆÈ‰º‚ÌŠÈ’P‚È�à–¾‚à‚²ŽQ�Ɖº‚³‚¢�D �@‚i‚q‹ž“s‚©‚ç�£“c‰w�F �@�@�@‚i‚q‚т킱�ü�iŠe‰w’âŽÔ�j�£“c‰w‰ºŽÔ �@�@�@�i’�ˆÓ“_�j•�’Ê‚µ‚©Ž~‚Ü‚è‚Ü‚¹‚ñ�DŒÎ�¼�ü‚à“¯‚¶ƒz�[ƒ€‚Å‚·‚̂ŊԈႦ‚Ä�æ‚ç‚È‚¢‚悤‚É‚µ‚ĉº‚³‚¢�D �@�£“c‰w‚©‚ç‘åŠw�F �@�@�@‰w‘O‚Ƀ��[ƒ^ƒŠ�[‚ª‚ ‚è‚Ü‚·�D‰w‚©‚çˆê”Ô‰œ‚É—´’J‘åŠw�s‚«‚̃oƒX’â—¯�Š‚ª‚ ‚è‚Ü‚·�D �@�@�@’éŽYƒoƒX�u—´’J‘åŠw�s�v‚ ‚é‚¢‚Í�uŒö�ÝŽs�ê�s�v‚Å11,111,211‚ª—´’J‘åŠw�s‚«‚̃oƒX‚Å‚·�D �@�@�@�£“c‰w‚ł̃oƒX‚ÌŽž��•\‚Í�C �@�@�@http://www.teisan-konan-kotsu.co.jp/pdf/02seta3.pdf �@�@�@‚ð‚²ŽQ�Ɖº‚³‚¢�D ŠF—l‚Ì‚²ŽQ‰Á‚ð‚¨‘Ò‚¿‚µ‚Ä‚¨‚è‚Ü‚·�D �¢˜b�l�F “ñ‹{�L˜a (—´’J‘åŠw),�X“c‘P‹v (—´’J‘åŠw),–ö“c‰p“ñ (“Œ–k‘åŠw) ‚±‚ÌŒ¤‹†�W‰ï‚Í�C—´’J‘åŠw‰È‹ZŒ¤‹¤“¯Œ¤‹†ƒZƒ“ƒ^�[�C‰ÈŒ¤”ï(A)(Œ¤‹†‘ã•\ŽÒ –ö“c:No. 19204014)‚Ì•â�•‚ðŽó‚¯‚ÄŠJ�µ‚Ä‚¢‚Ü‚·�D