2021
DOI: 10.3390/s21165267
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A Fast Firefly Algorithm for Function Optimization: Application to the Control of BLDC Motor

Abstract: Firefly Algorithm (FA) is a recent swarm intelligence first introduced by X.S. Yang in 2008. It has been widely used to solve several optimization problems. Since then, many research works were elaborated presenting modified versions intending to improve performances of the standard one. Consequently, this article aims to present an accelerated variant compared to the original Algorithm. Through the resolving of some benchmark functions to reach optimal solution, obtained results demonstrate the superiority of… Show more

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Cited by 18 publications
(13 citation statements)
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“…Based on the manners of fireflies, this algorithm utilizes the concepts of attraction, brightness, and movement to efficiently examine and explore optimal solutions in the problem space [18]. There are three principles to explain these fireflies [38]:…”
Section: Firefly Algorithm (Fa)mentioning
confidence: 99%
“…Based on the manners of fireflies, this algorithm utilizes the concepts of attraction, brightness, and movement to efficiently examine and explore optimal solutions in the problem space [18]. There are three principles to explain these fireflies [38]:…”
Section: Firefly Algorithm (Fa)mentioning
confidence: 99%
“…Milani et al (2012) determined ideal reduced rise time, settling time, and overshoot on system response using the proposed PID parameters BLDC motor PID -PSO -Ziegler-Nichols algorithm. Bazi et al (2021) presented a fast firefly algorithm (FA) algorithm and contrasted it with a standard FA through the use of various standard benchmark functions. The comparison of the simulation results was then performed while also taking the speed and accuracy of the criteria for comparing the algorithms into account.…”
Section: Literature Reviewmentioning
confidence: 99%
“…αS and αM (0,1) are bitwise preference indications, with 1 indicating that the relevant RRH executes DL broadcast and 0 indicating UL receptions for the RRH. pS(k-i) and pM(k-i) are the energy allocations from the k th SA-RRH and k th MA-RRH to the i th DL UE, correspondingly [16]. gD(k-i) is the signal amplitude as from k th SA-RRH towards the i th DL UE and network velocity as from k th MA-RRH towards the i th DL UE.…”
Section: ░ 3 Signal Modelmentioning
confidence: 99%