Add to ORKGWe propose an algorithm to solve the two-phase obstacle problem by finite difference method. We prove the existence and uniqueness of the solution of the discrete nonlinear system and obtain an error estimate for the corresponding regularization. Also we prove the convergence of the proposed numerical algorithm. At the end of the paper we present some numerical simulations
International audienceIn this paper we apply a duality algorithm to the general obstacle problem for...
In this paper a numerical algorithm, based on the Adomian decomposition method and a modified form o...
AbstractIn this paper, we use the variational inequality theory coupled with finite difference techn...
We propose an algorithm to solve the two-phase obstacle problem by finite difference method. We prov...
In this paper we treat the numerical approximation of the two-phase parabolic obstacle-like problem:...
We consider a nonlocal double obstacle problem. This type of problems comes in various biological an...
Abstract. In this paper for two-phase parabolic obstacle-like problem, ∆u − ut = λ+ · χ{u>0} − λ...
We consider a nonlocal double obstacle problem. This type of prob-lems comes in various biological a...
In this paper, we consider the unilateral obstacle problem, trying to find the numerical solution an...
In this paper, we consider the unilateral obstacle problem, trying to find the numerical solution an...
This thesis consist of an introduction and four research papers concerning numerical analysis for a ...
A two-level algorithm is established for a discrete obstacle problem which is defined by a piecewise...
We develop a new-two-stage finite difference method for computing approximate solutions of a system ...
AbstractIn this paper, we consider numerical techniques which enable us to verify the existence of s...
Numerical Methods for Solving Obstacle Problems It is well known that a wide class of obstacle and u...
International audienceIn this paper we apply a duality algorithm to the general obstacle problem for...
In this paper a numerical algorithm, based on the Adomian decomposition method and a modified form o...
AbstractIn this paper, we use the variational inequality theory coupled with finite difference techn...
We propose an algorithm to solve the two-phase obstacle problem by finite difference method. We prov...
In this paper we treat the numerical approximation of the two-phase parabolic obstacle-like problem:...
We consider a nonlocal double obstacle problem. This type of problems comes in various biological an...
Abstract. In this paper for two-phase parabolic obstacle-like problem, ∆u − ut = λ+ · χ{u>0} − λ...
We consider a nonlocal double obstacle problem. This type of prob-lems comes in various biological a...
In this paper, we consider the unilateral obstacle problem, trying to find the numerical solution an...
In this paper, we consider the unilateral obstacle problem, trying to find the numerical solution an...
This thesis consist of an introduction and four research papers concerning numerical analysis for a ...
A two-level algorithm is established for a discrete obstacle problem which is defined by a piecewise...
We develop a new-two-stage finite difference method for computing approximate solutions of a system ...
AbstractIn this paper, we consider numerical techniques which enable us to verify the existence of s...
Numerical Methods for Solving Obstacle Problems It is well known that a wide class of obstacle and u...
International audienceIn this paper we apply a duality algorithm to the general obstacle problem for...
In this paper a numerical algorithm, based on the Adomian decomposition method and a modified form o...
AbstractIn this paper, we use the variational inequality theory coupled with finite difference techn...