9th ISAAC Congress information
for the members of the session "Qualitative Properties of Evolution Models"
at Pedagogical University of Cracow, August 5-10, 2013

9th ISAAC Congress official homepage


Last update: 12/08/2013

Our session was finished with successful. Thank you very much for all the participants!

Timetable

  12.10  12.40  Lunch 14.30  15.00  15.30 Tea Break 16.30   17.00  17.30 
August 5, (Monday)   Nishihara Misiolek Narazaki     Kubo  Dreher Nascimento 
August 6 (Tuesday) Wirth Bui   Ascanelli Reissig Jaeh   Picard G. Hayrapetyan R. Hayrapetyan
August 8, (Thursday) Ebert DAbbicco    Ozawa Faminskii Karp   Jung Choi Witt
August 9, (Friday) Wakabayashi Nishitani   Sugimoto Hirosawa Nakamura   Galstyan Yagdjian Trooshin

List of participants in the session "QUALITATIVE PROPERTIES OF EVOLUTION MODELS"

No. Name Institution, Country 　Title of talk
1 Alessia Ascanelli University of Ferrara, Italy The Cauchy problem for higher order p-evolution equations
2 Tang Bao Ngoc Bui Hanoi University of Science and Technology, Vietnam Global existence of small data solutions for
semi-linear damped wave equations
3 Q-Heung Choi Inha University, Korea Bounded weak solution for the Hamiltonian system
4 Marcello DAbbicco University of Bari, Italy An application of L^p-L^q decay estimates to the semilinear wave equation with a structural damping
5 Michael Dreher University of Konstanz, Germany Dissipativity for mixed order systems
6 Marcelo Ebert University of São Paulo, Brazil Diffusion phenomena for the wave equation with structural damping in the L^p-L^q framework
7 Andrei Faminskii Peoples' Friendship University of Russia, Russia Initial-boundary value problems for Zakharov-Kuznetsov equation on the plane
8 Anahit Galstyan University of Texas - Pan American, USA Microlocal Analysis for Hyperbolic Equations in the Einstein & de Sitter Spacetime
9 Gurgen Hayrapetyan Carnegie Mellon University, USA
 Spectra of functionalized operators arising from hypersurfaces
10 Ruben Hayrapetyan Kettering University, USA Asymptotics in a complex frequency domain and GPR problems
11 Fumihiko Hirosawa Yamaguchi University, Japan On second order weakly hyperbolic equations and the ultradifferentiable classes
12 Christian Jaeh TU Bergakademie Freiberg, Germany Recent results on uniqueness and continuous dependence in the Cauchy problem for backward-parabolic operators with low-regular coefficients
13 Tacksun Jung Kunsan National University, Korea Weak solutions for the singular potential wave System
14 Lavi Karp ORT Braude College, Israel Well-posedness of coupled first and second order hyperbolic systems
15 Akisato Kubo Fujita Health University, Japan Nonlinear Wave Equations with Strong Dissipation and Proliferation
16 Tokio Matsuyama Chuo University, Japan Plenary Talk
17 Gerard Misiolek University of Notre Dame, USA Examples of ill-posedness for the Euler and the quasi-geostrophic equations
18 Makoto Nakamura Yamagata University, Japan Energy solutions for nonlinear Klein-Gordon equations in de Sitter spacetime
19 Takashi Narazaki Tokai University, Japan Asymptotic behavior of solutions to damped wave equation with derivative nonlinear term
20

Nunez Wanderley Nascimento

 Universidade Federal de São Carlos, Brazil Klein-Gordon type wave models with non-effective time-dependent potential
21  Kenji Nishihara Waseda University, Japan The Cauchy problem for a coupled system of the damped wave equations
22  Tatsuo Nishitani Osaka University A remark on the local and microlocal Cauchy problem for noneffectively hyperbolic operators
23 Tohru Ozawa Waseda University, Japan Hardy type inequalities on balls
24 Rainer Picard TU Dresden, Germany Evolutionary Equations with Material Laws Containing Fractional Integrals
25 Michael Reissig TU Bergakademie Freiberg, Germany Well-posedness for degenerate Schrödinger equations
26 Mitsuru Sugimoto Nagoya University A vector fields approach to smoothing and decaying estimates for equations in anisotropic media
27 Seiichiro Wakabayashi  University of Tsukuba, Japan Singularities of solutions to the Cauchy problem for a class of second-order hyperbolic operators 
28 Jens Wirth LMU Munich, Germany Diffusion phenomena for partially dissipative hyperbolic systems
29 Ingo Witt University of Göttingen, Germany Degenerate pseudodifferential operators of Vishik-Grushin type
30 Karen Yagdjian University of Texas - Pan American, USA The hyperbolic equations in the curved spacetime