Abstract and Differential Equations - a Mini-conference at ICTP (29 July 2010)

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ABSTRACT AND DIFFERENTIAL EQUATIONS
===================================
A mini-conference at I.C.T.P

Contact: S. Guesmia (guesmia at math.uzh.ch, sguesmia at ictp.it)


Thursday, 29 July 2010

Venue:  Euler Lecture Hall
(ICTP Leonardo da Vinci Building, Terrace Level)


Speakers:

Abbes Youcef BENAISSA (Djillali Liabes University, Algeria)
Sidi Mohamed BOUGUIMA (University of Tlemcen, Algeria)
Mohamed Abdalla DARWISH (Alexandria University at Damanhour, Egypt)
Mokhless HAMMAMI (Faculte des Sciences de Sfax, Tunisia)
Eric Uwadiegwu OFOEDU (Nnamdi Azikiwe University, Anambra State, Nigeria)
Micah Okwuchukwu OSILIKE (University of Nigeria, Nsukka, Nigeria)
Stanislas OUARO	(Universite de Ouagadougou, Burkina Faso)
Ali WEHBE(Lebanese University, Lebanon)


PROGRAMME

Morning Session

08:55-09:00   Opening
09:00-09:40   M.O. OSILIKE
               Convergence theorems for a new class of
               Nonspreading-type mappings in Hilbert spaces
09:40-10:20   A. WEHBE
               Stabilisation of coupled wave equation by different
               approach
10:20-10:40   Break
10:40-11:20   M. A. DARWISH
               On a fractional quadratic integral equation
11:20-12:00   M. HAMMAMI
               Non existence results of sign-changing solutions to an
               elliptic problem with critical nonlinearity


Afternoon Session

14:00-14:40   A. Y. BENAISSA
               Global existence and optimal decay rate of
               solutions for the degenerate quasilinear wave equations
               with a strong dissipation
14:40-15:20   S. OUARO
               Existence and uniqueness of weak and entropy solutions
               for homogeneous Neumann boundary value problem involving
               variable exponent
15:20-15:40   Break
15:40-16:20   E. U. OFOEDU
               Hybrid approximation of solutions of nonlinear operator
               equations and application to equation of Hammerstein-type
16:20-17:00   S. M. BOUGUIMA
               On an elliptic system and application to Marine ecology