2011
DOI: 10.1109/tpwrs.2011.2116048
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Composite Reliability Evaluation Using Monte Carlo Simulation and Least Squares Support Vector Classifier

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Cited by 65 publications
(24 citation statements)
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“…Monte Carlo simulation is an easily implemented and practical attempt. The basic idea of Monte Carlo is to replace the probability of a target with its frequency of occurrence [76]. The Monte Carlo method has been applied to the analysis of the charge/discharge behaviour of PHEVs/EVs by building an aggregated model embedded in the EDP framework [77].…”
Section: Solution For Edp Considering Phevs/evsmentioning
confidence: 99%
“…Monte Carlo simulation is an easily implemented and practical attempt. The basic idea of Monte Carlo is to replace the probability of a target with its frequency of occurrence [76]. The Monte Carlo method has been applied to the analysis of the charge/discharge behaviour of PHEVs/EVs by building an aggregated model embedded in the EDP framework [77].…”
Section: Solution For Edp Considering Phevs/evsmentioning
confidence: 99%
“…Optimum correlation parameter using pattern search DKG also utilizes the pattern search algorithm to find the optimal correlation parameter θ in (2) based on MLE. The MLE maximization problem for θ is written by find θ (9) where ζ(θ) is equivalent to the maximum likelihood estimator. Since it is not a gradient-based optimization method, the pattern search algorithm is powerful enough to find the optimum which satisfies (9).…”
Section: Best Basis-function Set Using Genetic Algorithmmentioning
confidence: 99%
“…The main advantage of MCS lies on the simplicity in numerical implementation but it often requires expensive computational cost depending on the simulation time for a given design problem, g(x i ), once. Some research in the field of power system, which utilizes the genetic algorithm, particle swarm optimization or artificial immune system [8,9], has been carried out to render the MCS computationally more efficient. However there is still a consistent need for computationally efficient and more accurate methods for reliability assessment of EM device designs.…”
Section: Proposed Mcs Based On Surrogate Modelmentioning
confidence: 99%
“…For power systems with high complexity, the analytic method is usually very complicated and with low accuracy due to the linearization process. As a representative sampling simulation method, straightforward MC has been widely used in power system risk assessment and some improved variations of MC have also been developed [12][13][14]. The auxiliary importance sampling density function was employed in [15] to reduce the computational effort of MC for power system risk assessment.…”
Section: Introductionmentioning
confidence: 99%