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Dispersive Equations
| TITLE OF TALK | FIRST NAME | LAST NAME | COUNTRY |
| GENERAL DECAY ESTIMATES OF SOLUTIONS FOR DGENERATE OR NONDEGENERATE KIRCHOFF EQUATION WITH GENERAL DISSIPATION | Abbes | Benaissa | ALGERIA |
| ON THE FREE VIBRATIONS FOR AN ASYMMETRIC BEAM EQUATION | Q-Heung | Choi | KOREA |
| A LITTLEWOOD-PALEY APPROACH TO SOME INEQUALITIES FOR PDE'S | Daniele | Del Santo | ITALY |
| CASE STUDY OF SOLUTIONS FOR THE CAMASSA-HOLM EQUATION. | Massimo | Fonte | AUSTRIA |
| CHARGE NEUTRALIZATION CONDITION. LARGE TIME ASYMPTOTICS OF SOLUTION TO THE SCHRODINGER-POISSON SYSTEM WITH AN EXTERNAL COULOMB POTENTIAL | Vladimir | Georgiev | ITALY |
| ON THE WELL-POSEDNESS FOR SECOND ORDER WEAKLY HYPERBOLIC CAUCHY PROBLEMS UNDER THE INFLUENCES OF THE REGULARITY OF THE COEFFICIENTS | Fumihiko | Hirosawa | JAPAN |
| A UNIFIED TREATMENT OF MODELS OF THERMOELASTICITY, DECAY AND DIFFUSION PHENOMENA | Key | Jachmann | GERMANY |
| AN APPLICATION OF LIMIT RELATIVE CATEGORY TO THE NONLINEAR HAMILTONIAN SYSTEM | Tacksun | Jung | KOREA |
| LONG-TERM BEHAVIOR OF SOLUTIONS OF THE STRONGLY DAMPED BOUSSINESQ EQUQTION | Varga | Kalantarov | TURKEY |
| C^INFTY-WELLPOSEDNESS OF THE CAUCHY PROBLEM FOR 2 BY 2 STRICTLY HYPERBOLIC SYSTEMS WITH NON-LIPSCHITS COEFFICIENTS | Tamotsu | Kinoshita | JAPAN |
| ON SCATTERING FOR EVOLUTION EQUATIONS WITH TIME DEPENDET SMALL PERTUBATIONS | Mochizuki | Kiyoshi | JAPAN |
| NAVIER-STOKES EQUATIONS IN APERTURE DOMAINS:GLOBAL EXISTENCE WITH BOUNDED FLUX AND TIME-PERIODIC SOLUTIONS | Paolo | Maremonti | ITALY |
| DISPERSION FOR THE KIRCHHOFF EQUATIONS | Tokio | Matsuyama | JAPAN |
| SOME RESULTS ON SPECTRAL ANALYSIS OF NON-SELFADJOINT OPERATORS | Hideo | Nakazawa | JAPAN |
| BEHAVIOR OF SOLUTIONS TO THE CAUCHY PROBLEM FOR THE DAMPED WAVE EQUATION | Kenji | Nishihara | JAPAN |
| EXISTENCE AND BLOW UP OF SOLUTION OF CAUCHY PROBLEM FOR A MULTIDIMENSIONAL NONLINEAR HYPERBOLIC EQUATION | Necat | Polat | TURKEY |
| A UNIFIED TREATMENT OF MODELS OF THERMOELASTICITY, DECAY AND DIFFUSION PHENOMENA | Michael | Reissig | GERMANY |
| COMPARISON PRINCIPLES FOR EVOLUTION EQUATIONS | Michael | Ruzhansky | UK |
| BLOWUP OF POSITIVE SOLUTIONS OF SEMILINEAR WAVE EQUATIONS | Hiroshi | Uesaka | JAPAN |
| ON DISPERSIVE ESTIMATES FOR ANISOTROPIC THERMO- ELASTICITY |
Jens | Wirth | UK |
| REGULARITY AND SCATTERING FOR THE WAVE EQUATION WITH A CRITICAL NONLINEAR DAMPING | B. | Yordanov | USA |
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