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A Modified Fast Marriage in Honey Bee Opjtimization Algorithm
A Modified Fast Marriage in Honey
Bee Optimization Algorithm
M.T Vakil-Baghmisheh
Mina Salim
ICT Research Center, Faculty of Electrical Computer Engineering, University of Tabriz, Tabriz, Iran
mvakil@tabrizu.ac.ir
mina.salim@
Abstract—In this paper we present a modified version of an
existing honey bee optimization algorithm: the modified fast
marriage in honey bee optimization (MFMBO). Then we
compare performances of this new algorithm and three existing
bee algorithms, i.e. the artificial bee colony (ABC), the queen bee
(QB), and the fast marriage in honey bee optimization (FMBO)
on four benchmark functions for various numbers of variables
up to 100. The obtained results show that the modified algorithm
is faster than the others in most cases. Especially for Griewank
and Schwefel functions by increasing precision of answer and
number of variables, the difference between the speeds of the
FMBO and MFMBO becomes prominent. In general the
MFMBO algorithm is quite competitive with the other mentioned
algorithms.
Keywords- bee algorithms, fast marriage in honey bee
optimization, artificial bee colony algorithm, queen bee algorithm
I. INTRODUCTION
Using evolutionary algorithms has become conventional for
function optimization purposes, examples are genetic
algorithms [1], ant colony optimization (ACO) algorithms[2],
particle swarm optimization (PSO) algorithms [3], simulated
annealing (SA) algorithm [4], and bee systems [5] , just to call
a few.
There are different algorithms based on the behavior of
honey bees. First in 1997 Sato and Hagiwara presented the bee
system [5] which was a modified version of genetic algorithms,
but most of bee algorithms have been presented after 2003. In
2003 the discrete queen bee algorithm is introduced by Jung [6]
which could be considered a variant of genetic algorithms, with
some main differences as explained in section II-B. In 2005
Yang introduced the virtual bee algorithms [10] and in 2
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