A Connected-Component Improvement Procedure for Relative Isolation Probability Calculation
Due to the prevalence of natural disasters, the resilience of networks that provide essential services to the population has been studied. A recent contribution is the probability of relative isolation, which measures the likelihood of a demand node to be unreachable by supply nodes. The existing pr...
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Archīum Ateneo
2024
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ph-ateneo-arc.qmit-faculty-pubs-10212024-11-04T06:49:01Z A Connected-Component Improvement Procedure for Relative Isolation Probability Calculation Tan, Renzo Roel P Ikeda, Kazushi Due to the prevalence of natural disasters, the resilience of networks that provide essential services to the population has been studied. A recent contribution is the probability of relative isolation, which measures the likelihood of a demand node to be unreachable by supply nodes. The existing procedure for calculation is an enumerative decision-diagram-based approach that may be resource-intensive especially on occasions when time and memory constraints are imposed. In response, the study reverse-engineers the current method towards increased efficiency. The proposed solution hinges on the breadth-first search, producing connected components based on the sources. The algorithm is then benchmarked on foundational networks from literature, presenting a 99.77% decrease in computation time on average. 2024-04-01T07:00:00Z text application/pdf https://archium.ateneo.edu/qmit-faculty-pubs/22 https://archium.ateneo.edu/context/qmit-faculty-pubs/article/1021/viewcontent/EL_32_4_07.pdf Quantitative Methods and Information Technology Faculty Publications Archīum Ateneo breadth-first search graph measure Monte Carlo method probability of relative isolation Engineering Environmental Sciences Life Sciences |
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breadth-first search graph measure Monte Carlo method probability of relative isolation Engineering Environmental Sciences Life Sciences |
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breadth-first search graph measure Monte Carlo method probability of relative isolation Engineering Environmental Sciences Life Sciences Tan, Renzo Roel P Ikeda, Kazushi A Connected-Component Improvement Procedure for Relative Isolation Probability Calculation |
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Due to the prevalence of natural disasters, the resilience of networks that provide essential services to the population has been studied. A recent contribution is the probability of relative isolation, which measures the likelihood of a demand node to be unreachable by supply nodes. The existing procedure for calculation is an enumerative decision-diagram-based approach that may be resource-intensive especially on occasions when time and memory constraints are imposed. In response, the study reverse-engineers the current method towards increased efficiency. The proposed solution hinges on the breadth-first search, producing connected components based on the sources. The algorithm is then benchmarked on foundational networks from literature, presenting a 99.77% decrease in computation time on average. |
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text |
author |
Tan, Renzo Roel P Ikeda, Kazushi |
author_facet |
Tan, Renzo Roel P Ikeda, Kazushi |
author_sort |
Tan, Renzo Roel P |
title |
A Connected-Component Improvement Procedure for Relative Isolation Probability Calculation |
title_short |
A Connected-Component Improvement Procedure for Relative Isolation Probability Calculation |
title_full |
A Connected-Component Improvement Procedure for Relative Isolation Probability Calculation |
title_fullStr |
A Connected-Component Improvement Procedure for Relative Isolation Probability Calculation |
title_full_unstemmed |
A Connected-Component Improvement Procedure for Relative Isolation Probability Calculation |
title_sort |
connected-component improvement procedure for relative isolation probability calculation |
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Archīum Ateneo |
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2024 |
url |
https://archium.ateneo.edu/qmit-faculty-pubs/22 https://archium.ateneo.edu/context/qmit-faculty-pubs/article/1021/viewcontent/EL_32_4_07.pdf |
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