Reliability optimization in stochastic domain via genetic algorithm. Sahoo, L., Kumar, B. A., & Roy, D. International Journal of Quality & Reliability Management, 31(6):698–717, January, 2014. ZSCC: 0000008 Publisher: Emerald Group Publishing Limited
Reliability optimization in stochastic domain via genetic algorithm [link]Paper  doi  abstract   bibtex   
Purpose– The purpose of this paper is to formulate the reliability optimization problem in stochastic and interval domain and also to solve the same under different stochastic set up. Design/methodology/approach– Stochastic programming technique has been used to convert the chance constraints into deterministic form and the corresponding problem is transformed to mixed-integer constrained optimization problem with interval objective. Then the reduced problem has been converted to unconstrained optimization problem with interval objective by Big-M penalty technique. The resulting problem has been solved by advanced real coded genetic algorithm with interval fitness, tournament selection, intermediate crossover and one-neighbourhood mutation. Findings– A new optimization technique has been developed in stochastic domain and the concept of interval valued parameters has been integrated with the stochastic setup so as to increase the applicability of the resultant solution to the interval valued nonlinear optimization problems. Practical implications– The concept of probability distribution with interval valued parameters has been introduced. This concept will motivate the researchers to carry out the research in this new direction. Originality/value– The application of genetic algorithm is extended to solve the reliability optimization problem in stochastic and interval domain.
@article{sahoo_reliability_2014,
	title = {Reliability optimization in stochastic domain via genetic algorithm},
	volume = {31},
	issn = {0265-671X},
	url = {https://doi.org/10.1108/IJQRM-06-2011-0090},
	doi = {10.1108/ijqrm-06-2011-0090},
	abstract = {Purpose– The purpose of this paper is to formulate the reliability optimization problem in stochastic and interval domain and also to solve the same under different stochastic set up. Design/methodology/approach– Stochastic programming technique has been used to convert the chance constraints into deterministic form and the corresponding problem is transformed to mixed-integer constrained optimization problem with interval objective. Then the reduced problem has been converted to unconstrained optimization problem with interval objective by Big-M penalty technique. The resulting problem has been solved by advanced real coded genetic algorithm with interval fitness, tournament selection, intermediate crossover and one-neighbourhood mutation. Findings– A new optimization technique has been developed in stochastic domain and the concept of interval valued parameters has been integrated with the stochastic setup so as to increase the applicability of the resultant solution to the interval valued nonlinear optimization problems. Practical implications– The concept of probability distribution with interval valued parameters has been introduced. This concept will motivate the researchers to carry out the research in this new direction. Originality/value– The application of genetic algorithm is extended to solve the reliability optimization problem in stochastic and interval domain.},
	number = {6},
	urldate = {2022-01-25},
	journal = {International Journal of Quality \& Reliability Management},
	author = {Sahoo, Laxminarayan and Kumar, Bhunia Asoke and Roy, Dilip},
	month = jan,
	year = {2014},
	note = {ZSCC: 0000008 
Publisher: Emerald Group Publishing Limited},
	keywords = {/unread},
	pages = {698--717},
}

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