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Optimal location and grouping of forces against spontaneous dynamic processes with Pseudo-Boolean optimization algorithms
We propose an algorithm based on the varying probabilities method and agent model for solving problems of optimal location of the agents (forces) counteracting the spread of natural spontaneous dynamic processes, calculation of optimal localization trajectories and grouping (clustering) of such agen...
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Published in: | IOP conference series. Materials Science and Engineering 2019-05, Vol.537 (6), p.62038 |
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container_title | IOP conference series. Materials Science and Engineering |
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creator | Yarovoy, S V Dorrer, G A Shaporova, Z E Kazakovtsev, L A |
description | We propose an algorithm based on the varying probabilities method and agent model for solving problems of optimal location of the agents (forces) counteracting the spread of natural spontaneous dynamic processes, calculation of optimal localization trajectories and grouping (clustering) of such agents by localizable processes. |
doi_str_mv | 10.1088/1757-899X/537/6/062038 |
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source | Publicly Available Content Database; Full-Text Journals in Chemistry (Open access) |
subjects | Algorithms Boolean algebra Clustering Trajectory optimization |
title | Optimal location and grouping of forces against spontaneous dynamic processes with Pseudo-Boolean optimization algorithms |
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