Multi-sources simultaneous communication in the wireless mobility model is NP-complete
© 2014 IEEE. In this article we consider a mobility model M=(S, D, U, L, R, V, C, O), where S is a set of sources, D a set of directions, U a set of users, L a set of user movements, R a set of source movements, V a set of velocities of sources, C a set of source coverages, and O a set of obstacles....
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th-cmuir.6653943832-390712015-06-16T08:01:27Z Multi-sources simultaneous communication in the wireless mobility model is NP-complete Longani,P. Kantabutra,S. © 2014 IEEE. In this article we consider a mobility model M=(S, D, U, L, R, V, C, O), where S is a set of sources, D a set of directions, U a set of users, L a set of user movements, R a set of source movements, V a set of velocities of sources, C a set of source coverages, and O a set of obstacles. Particularly, we study a problem called MULTI-SOURCES SIMULTANEOUS COMMUNICATION PROBLEM in this model. This problem is stated as follows: given a mobility model M=(S, D, U, L, R, V, C, O), k pairs of distinct sources s1, s′1, s2, s′2,...,sk, s′k, and a time t, can all k pairs of sources simultaneously communicate throughout the duration t of the model without sharing a source? We show that the complexity of this problem is at least as hard as the ONE-IN-THREE 3-SATISFIABILITY unless P=NP. 2015-06-16T08:01:27Z 2015-06-16T08:01:27Z 2014-01-01 Conference Paper 2-s2.0-84911877323 10.1109/iEECON.2014.6925942 http://www.scopus.com/inward/record.url?partnerID=HzOxMe3b&scp=84911877323&origin=inward http://cmuir.cmu.ac.th/handle/6653943832/39071 |
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© 2014 IEEE. In this article we consider a mobility model M=(S, D, U, L, R, V, C, O), where S is a set of sources, D a set of directions, U a set of users, L a set of user movements, R a set of source movements, V a set of velocities of sources, C a set of source coverages, and O a set of obstacles. Particularly, we study a problem called MULTI-SOURCES SIMULTANEOUS COMMUNICATION PROBLEM in this model. This problem is stated as follows: given a mobility model M=(S, D, U, L, R, V, C, O), k pairs of distinct sources s1, s′1, s2, s′2,...,sk, s′k, and a time t, can all k pairs of sources simultaneously communicate throughout the duration t of the model without sharing a source? We show that the complexity of this problem is at least as hard as the ONE-IN-THREE 3-SATISFIABILITY unless P=NP. |
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Conference or Workshop Item |
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Longani,P. Kantabutra,S. |
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Longani,P. Kantabutra,S. Multi-sources simultaneous communication in the wireless mobility model is NP-complete |
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Longani,P. Kantabutra,S. |
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Longani,P. |
title |
Multi-sources simultaneous communication in the wireless mobility model is NP-complete |
title_short |
Multi-sources simultaneous communication in the wireless mobility model is NP-complete |
title_full |
Multi-sources simultaneous communication in the wireless mobility model is NP-complete |
title_fullStr |
Multi-sources simultaneous communication in the wireless mobility model is NP-complete |
title_full_unstemmed |
Multi-sources simultaneous communication in the wireless mobility model is NP-complete |
title_sort |
multi-sources simultaneous communication in the wireless mobility model is np-complete |
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2015 |
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http://www.scopus.com/inward/record.url?partnerID=HzOxMe3b&scp=84911877323&origin=inward http://cmuir.cmu.ac.th/handle/6653943832/39071 |
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