Artificial life system for optimization of nonconvex functions

Abstract

This paper presents a distributed algorithm for optimization of nonconvex multimodal functions. In recent years, new distributed algorithms based on artificial life (ALife) system has been studied and its potential power has been demonstrated. In this paper, the frame work of ALife system is employed into a function minimization. We also propose a hybrid algorithm in which ALife system is incorporated with the local search method for finding good start points for the local search. Since the proposed method utilizes no gradient information it can be applied to very wide class of optimization problems. The effectiveness of the proposed method is demonstrated through some numerical tests.