AbstractThe mixed type boundary problem utt = ((aijuxi)xj)t + (bijuxi)xj + (F(x, t, u, ux))t in n-dimensional spaces has been studied. The existence, uniqueness, and stability of the weak solution are discussed for the first boundary value case
AbstractSeveral existence and uniqueness results are obtained for third order problems of the form u...
In this paper we investigate quasilinear systems of reaction-diffusion equations with mixed Dirichle...
The paper deals w ith th e problem of the behaviour of a given solution of a quasi-linea r paraboli...
AbstractThe mixed type boundary problem utt = ((aijuxi)xj)t + (bijuxi)xj + (F(x, t, u, ux))t in n-di...
AbstractIn this paper, we study viscous perturbations of quasilinear hyperbolic systems in several d...
26 pagesInternational audienceWe study the initial-boundary value problem for a nonlinear wave equat...
AbstractConsider the mixed boundary value problem ∂tu + L[u] = f with a squareintegrable initial val...
We consider the initial boundary value problem for a fully-nonlinear parabolic equation in a half sp...
ABSTRACT. In this paper we prove the existence and uniqueness of weak solutions of the mixed problem...
AbstractWe prove the uniqueness of solutions to the initial boundary value problem of a viscous diff...
AbstractWe study the initial value problem for parabolic second order equations with mixed and time-...
AbstractA boundary initial value problem for a quasi-linear hyperbolic system in one space variable ...
We establish some conditional uniqueness of weak solutions to the viscous primitive equations, and a...
summary:In this paper, the mixed initial-boundary value problem for inhomogeneous quasilinear strict...
We study existence of continuous weak (viscosity) solutions of Dirichlet and Cauchy-Dirichlet proble...
AbstractSeveral existence and uniqueness results are obtained for third order problems of the form u...
In this paper we investigate quasilinear systems of reaction-diffusion equations with mixed Dirichle...
The paper deals w ith th e problem of the behaviour of a given solution of a quasi-linea r paraboli...
AbstractThe mixed type boundary problem utt = ((aijuxi)xj)t + (bijuxi)xj + (F(x, t, u, ux))t in n-di...
AbstractIn this paper, we study viscous perturbations of quasilinear hyperbolic systems in several d...
26 pagesInternational audienceWe study the initial-boundary value problem for a nonlinear wave equat...
AbstractConsider the mixed boundary value problem ∂tu + L[u] = f with a squareintegrable initial val...
We consider the initial boundary value problem for a fully-nonlinear parabolic equation in a half sp...
ABSTRACT. In this paper we prove the existence and uniqueness of weak solutions of the mixed problem...
AbstractWe prove the uniqueness of solutions to the initial boundary value problem of a viscous diff...
AbstractWe study the initial value problem for parabolic second order equations with mixed and time-...
AbstractA boundary initial value problem for a quasi-linear hyperbolic system in one space variable ...
We establish some conditional uniqueness of weak solutions to the viscous primitive equations, and a...
summary:In this paper, the mixed initial-boundary value problem for inhomogeneous quasilinear strict...
We study existence of continuous weak (viscosity) solutions of Dirichlet and Cauchy-Dirichlet proble...
AbstractSeveral existence and uniqueness results are obtained for third order problems of the form u...
In this paper we investigate quasilinear systems of reaction-diffusion equations with mixed Dirichle...
The paper deals w ith th e problem of the behaviour of a given solution of a quasi-linea r paraboli...
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