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A Bi-Objective Markov Decision Process Design approach to redundancy allocation with dynamic maintenance for a parallel system
by
Shone, Rob
, Jacko, Peter
, Huang, Jefferson
, Fairley, Luke
in
Decisions
/ Heuristic
/ Integer programming
/ Linear programming
/ Maintenance
/ Markov analysis
/ Markov processes
/ Mixed integer
/ Optimization
/ Redundancy
2025
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A Bi-Objective Markov Decision Process Design approach to redundancy allocation with dynamic maintenance for a parallel system
by
Shone, Rob
, Jacko, Peter
, Huang, Jefferson
, Fairley, Luke
in
Decisions
/ Heuristic
/ Integer programming
/ Linear programming
/ Maintenance
/ Markov analysis
/ Markov processes
/ Mixed integer
/ Optimization
/ Redundancy
2025
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Do you wish to request the book?
A Bi-Objective Markov Decision Process Design approach to redundancy allocation with dynamic maintenance for a parallel system
by
Shone, Rob
, Jacko, Peter
, Huang, Jefferson
, Fairley, Luke
in
Decisions
/ Heuristic
/ Integer programming
/ Linear programming
/ Maintenance
/ Markov analysis
/ Markov processes
/ Mixed integer
/ Optimization
/ Redundancy
2025
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A Bi-Objective Markov Decision Process Design approach to redundancy allocation with dynamic maintenance for a parallel system
Paper
A Bi-Objective Markov Decision Process Design approach to redundancy allocation with dynamic maintenance for a parallel system
2025
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Overview
The reliability of a system can be improved by the addition of redundant elements, giving rise to the well-known redundancy allocation problem (RAP). We propose a novel extension to the RAP called the Bi-Objective Integrated Design and Dynamic Maintenance Problem (BO-IDDMP) which allows for future dynamic maintenance decisions to be incorporated. This leads to a problem with first-stage redundancy design decisions and second-stage sequential maintenance decisions under uncertainty. To the best of our knowledge, this is the first use of a continuous-time Markov Decision Process Design framework to formulate a problem with non-trivial dynamics, as well as its first use alongside bi-objective optimization. A general heuristic optimization methodology for bi-objective MDP Design problems is developed, and then applied to the BO-IDDMP. The efficiency and accuracy of our methodology are demonstrated against an exact mixed-integer linear programming solver. The heuristic is shown to be orders of magnitude faster in the majority of cases, and in only 2 out of 84 cases produces a solution that is dominated by the exact method. The inclusion of dynamic maintenance policies is shown to yield stronger and better-populated Pareto fronts, allowing more flexibility for the decision-maker. The impacts of varying parameters unique to our problem are also investigated.
Publisher
Cornell University Library, arXiv.org
Subject
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