2015 12th IEEE International Conference on Electronic Measurement &Amp; Instruments (ICEMI) 2015
DOI: 10.1109/icemi.2015.7494232
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Modified Particle Swarm Optimization algorithm by enhancing search ability of global optimal particle

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Cited by 2 publications
(2 citation statements)
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“…Optimal pilot index on each antenna, P t ; 1: (P l∈P t is fixed) Create the initial population ∈ N P s ×J , where P s is population size and J = N T P. Each row of can be expressed as the orthogonal pilot indices. Compute the fitness of each individual in by using (36) with a definite evaluation criterion; 2: Make the inertia coefficient of the global optimal particle is larger than that of other particles, and the search direction of the global optimal particle is adjusted by using an orthogonal direction search [36]. 3: Run according to the basic particle swarm optimization process until I max is reached.…”
Section: Outputmentioning
confidence: 99%
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“…Optimal pilot index on each antenna, P t ; 1: (P l∈P t is fixed) Create the initial population ∈ N P s ×J , where P s is population size and J = N T P. Each row of can be expressed as the orthogonal pilot indices. Compute the fitness of each individual in by using (36) with a definite evaluation criterion; 2: Make the inertia coefficient of the global optimal particle is larger than that of other particles, and the search direction of the global optimal particle is adjusted by using an orthogonal direction search [36]. 3: Run according to the basic particle swarm optimization process until I max is reached.…”
Section: Outputmentioning
confidence: 99%
“…Because of the forced random variation mechanism and orthogonalization direction processing [36], which are added in the population iteration process, the proposed PSO-based search algorithm has the best standard deviation and optimal results performance with different criteria.…”
Section: A Papr Improvement and Simulationmentioning
confidence: 99%