Solution forte pour des équations intégro-différentielles non linéaires paraboliques
Solution of some parabolic integro-differential equations by means of the algebraic operational calculus of distributions.
Solution semigroup and invariant manifolds for functional equations with infinite delay
It is proved that parabolic equations with infinite delay generate -semigroup on the space of initial conditions, such that local stable and unstable manifolds can be constructed for a fully nonlinear problems with help of usual methods of the theory of parabolic equations.
Solution stationnaire de l'équation de coagulation de gouttelettes en chute avec le vent horizontal
Solutions Of Some Parabolic Integro-Differential Equations By Means Of The Algebraic Operational Calculus Of Distributions
Solutions to integro-differential parabolic problems arising in the pricing of financial options in a Lev́y market.
Some partial differential Volterra equation problems arising in viscoelasticity
Some properties of the functional differential equation.
Some theorems on the estimate and existence of solutions of integro-differential equations of parabolic type
Sous-ellipticité d'opérateurs intégro-différentiels vérifiant le principe du maximum
Spectral perturbations in linear viscoelasticity of the Boltzmann type
Spectral Properties and Asypmtotic Behavior of the Linear Transport Equation.
Spectral properties of a type of integro-differential stiff problems
Spectre de l'opérateur de transport
Splitting d'opérateur pour l'équation de transport neutronique en géométrie bidimensionnelle plane
Splitting d'opérateur pour l'équation de transport neutronique en géométrie bidimensionnelle plane
The aim of this work is to introduce and to analyze new algorithms for solving the transport neutronique equation in 2D geometry. These algorithms present the duplicate favors to be, on the one hand faster than some classic algorithms and easily to be implemented and naturally deviced for parallelisation on the other hand. They are based on a splitting of the collision operator holding amount of caracteristics of the transport operator. Some numerical results are given at the end of this work. ...
Stability analysis of continuous waves in nonlocal random nonlinear media.
Stability of a transport equation
Stability of vibrations for some Kirchhoff equation with dissipation
In this paper we consider the boundary value problem of some nonlinear Kirchhoff-type equation with dissipation. We also estimate the total energy of the system over any time interval with a tolerance level . The amplitude of such vibrations is bounded subject to some restrictions on the uncertain disturbing force . After constructing suitable Lyapunov functional, uniform decay of solutions is established by means of an exponential energy decay estimate when the uncertain disturbances are insignificant....
Steady states for a fragmentation equation with size diffusion
The existence of a one-parameter family of stationary solutions to a fragmentation equation with size diffusion is established. The proof combines a fixed point argument and compactness techniques.