Title of article
Wildebeest optimization algorithm based on swarm intelligence method in solving optimization problems
Author/Authors
Askarpour, Somayeh Department of Computer Engineering - Technical and Vocational University (TVU) -Tehran, Iran , Saberi Anari, Maryam Department of Computer Engineering - Technical and Vocational University (TVU) -Tehran, Iran
Pages
14
From page
1397
To page
1410
Abstract
Metaheuristic algorithms are an effective way to solve optimization problems and use existing phe-
nomena in nature to solve these problems. Due to the independence of metaheuristic algorithms
from the gradient information, the objective function can be used to solve large-scale problems by
optimization solutions. The organisms' behavior in nature in their interaction with each other is one
of the optimization methods that are modeled as swarm-based algorithms. Swarm-based algorithms
are a set of metaheuristic algorithms which are modeled based on group behavior of their organisms
and social interactions. The behavior of wildebeests in nature is considered as a swarm-based algo-
rithm for survival because it can be seen that these organisms migrate in groups and try to survive
for themselves and their own herd. In this paper, a new metaheuristic algorithm (WOA) based on
migratory and displacement behavior of wildebeests is presented of solving optimization problems.
In this algorithm, problem solutions are denffed as wildebeest herds that search the problem space for
appropriate habitat. The results of the implementation of a set of benchmark functions for solving
optimization problems such as the Wildebeest Optimization Algorithm, Whale Optimization Algo-
rithm, BAT, Fire
y and Particle Swarm Optimization (PSO) algorithms show that the proposed
algorithm is less error rate to nd global optimum and also caught up rate in the local optimum is
less than the methods.
Keywords
Wildebeest optimization algorithm , Swarm-Based algorithms , Optimization problems , Metaheuristic algorithm
Journal title
International Journal of Nonlinear Analysis and Applications
Serial Year
2021
Record number
2703071
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