bat algorithm

This paper presents a method for solving a class of inverse problems for elliptic equations known as the data completion problem.  The goal is to recover missing data on the inaccessible part of the boundary using measurements from the accessible part.  The inherent difficulty of this problem arises from its ill-posed nature, as it is susceptible to variations in the input data.  To address this challenge, the proposed approach integrates Tikhonov regularization to enhance the stability of the problem.  To solve this problem, we use a metaheuristic approach, specificall

In this paper, we will try to manage arrivals in the approach area of Mohammed V airport by solving two proposed algorithms "Scheduling with speeds limitations" and "Scheduling with speeds corrections", with a modified Bat algorithm, this modification involved the speed equation as well as the frequency equation of the standard Bat algorithm to avoid the phenomenon of slow convergence to the best solution in the search space of this algorithm.  These proposed algorithms will allow us to schedule traffic optimally and to increase the capacity of the airport and better ma