Numerical Solution of a nonlinear reaction-diffusion problem in the case of HS-regime

Starting with the continuous solution ˜ y of the Benders master problem (M ∗ Benders ) obtained by procedure ColGen (see Section 4.2), a greedy rounding heuristic inspired by the

We first present the level set method, and then we derive from the previous analysis an iterative scheme which converges provided that the initial guess is not too far from

We obtain existence and uniqueness of the solution in suitable Sobolev spaces and propose a numerical method to compute the optimal

Based on the discussion from the above paragraphs, in this paper we follow closely the ap- proach given in [9], and present the stability and convergence analyses of both

In this paper we formulate the record linkage problem as a multiobjective optimization problem and we propose an algorithm for solving it based on evolutionary computation..

In [14] the author added a lower order term growing as |u| r−1 u, and studied existence, regularity and uniqueness of solutions to problem (1).. Although the right hand side is

In this paper, we propose to use a Linearized Alternating Direction Method (LADM) with adaptive penalty to achieve RPCA for foreground detection.. LADM alleviates the constraints of

This Note deals with a uniqueness and stability result for a nonlinear reaction-diffusion equation with heteroge- neous coefficients, which arises as a model of population dynamics