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Centdian Computation In Cactus Graphs

Di: Ava

Vol. 16, no. 2, pp. 151-198, 2012. Regular paper. DOI: 10.7155/jgaa.00255 Centdian Computation in Cactus Graphs Boaz Ben-Moshe, Amit Dvir, Michael Segal, and Arie Tamir

Overview of sensor applications [45].

Vol. 16, no. 2, pp. 151-198, 2012. Regular paper. DOI: 10.7155/jgaa.00255 Centdian Computation in Cactus Graphs Boaz Ben-Moshe, Amit Dvir, Michael Segal, and Arie Tamir

(a) A cactus graph G with five cycles C1,…,C5, three grafts G1,G2,G3 ...

Cactus graphs are motivated by models where a tree topology would be irrelevant in telecommunications [8,28,42,46]. Moreover, the above extensions to the architectures form a This paper focuses on the centdian problem in a cactus network where a cactus network is a connected undirected graph, and any two simple cycles in the graph have at most one node in This paper focuses on the centdian problem in a cactus network where a cactus network is a connected undirected graph, and any two simple cycles in the graph have at most one node in

Centdian Computation in Cactus Graphs Article Full-text available Jan 2012 Boaz Ben-Moshe Amit Dvir Michael Segal Arie Tamir Request PDF | An optimal algorithm for solving the 1-median problem on weighted 4-cactus graphs | The median problem has been extensively studied in the last three decades.

‪Ariel University, School of Computer Science‬ – ‪‪Cited by 1,945‬‬ – ‪GIS‬ – ‪Computational Geometry‬ – ‪Navigation‬ – ‪Wireless optimization‬

Cactus graph is a graph in which any two simple cycles has at most one vertex in common. In this paper we address the ordered 1-median location problem on cactus graphs, a

cactus — Translation in Maltese

Cactus graph is a graph in which any two simple cycles has at most one vertex in common. In this paper we address the ordered 1-median location problem on cactus graphs, a

Cactus graphs are motivated by models where a tree topology would be irrelevant in telecommunications [8,28,42,46]. Moreover, the above extensions to the architectures form a

Research in Computational Molecular Biology: 14th Annual International Conference, RECOMB 2010, Lisbon, Portugal, April 25-28, 2010. Proceedings, chapter Cactus Cactus graphs are motivated by models where a tree topology would be irrelevant in telecommunications [8,28,42,46]. Moreover, the above extensions to the architectures form a To the best of our knowledge, no efficient algorithm has yet been developed for construct-ing a centdian node in a cactus graph, either sequential or distributed. We first investigate the

Centdian Computation in Cactus Graphs This paper focuses on the centdian problem in a cactus network where a cactus network is a connected undirected graph, and any two simple cycles in

J. Graph Algorithms Appl. 16 (2), 199–224 (2012) MathSciNetCrossRefMATH Ben-Moshe, B., Dvir, A., Segal, M., Tamir, A.: Centdian computation in cactus graphs. J. Graph Algorithms

Centdian computation in cactus graphs

Abstract This paper focuses on the centdian problem in a cactus network where a cactus network is a connected undirected graph, and any two simple cycles in the graph have at most one

Abstract This paper focuses on the centdian problem in a cactus network where a cactus network is a connected undirected graph, and any two simple cycles in the graph have at most one

Cactus graph - Alchetron, The Free Social Encyclopedia

This paper focuses on the centdian problem in a cactus network where a cactus network is a connected undirected graph, and any two simple cycles in the graph have at most one node in

Discret. Appl. Math. 160 (7-8): 970-979 (2012) [j87] Boaz Ben-Moshe, Amit Dvir, Michael Segal, Arie Tamir: Centdian Computation in Cactus Graphs. J. Graph Algorithms Appl. 16 (2): 199-224

Fingerprint Dive into the research topics of ‚Centdian computation in cactus graphs‘. Together they form a unique fingerprint. Sort by Weight Alphabetically This paper focuses on the centdian problem in a cactus network where a cactus network is a connected undirected graph, and any two simple cycles in the graph have at most one node in

Download scientific diagram | Overview of sensor applications [45]. from publication: Centdian Computation in Cactus Graphs | This paper focuses on

h every edge belongs to at most one cycle. Cactus graphs were first defined by Harary and Uhlenbeck [13] who attributed them to the physicist Hus mi and therefore called them Husimi

Vol. 16, no. 2, pp. 151-198, 2012. Regular paper. DOI: 10.7155/jgaa.00255 Centdian Computation in Cactus Graphs Boaz Ben-Moshe , Amit Dvir , Michael Segal, and Arie Tamir ملخص This paper focuses on the centdian problem in a cactus network where a cactus network is a connected undirected graph, and any two simple cycles in the graph have at most one node in J Gr Algorithms Appl 16 (2):199–224MathSciNetCrossRef Ben-Moshe B, Dvir A, Segal M, Tamir A (2012) Centdian computation in cactus graphs. J Gr Algorithms Appl 16 (2):199–224

This paper focuses on the centdian problem in a cactus network where a cactus network is a connected undirected graph, and any two simple cycles in the graph have at most one node in Abstract This paper focuses on the centdian problem in a cactus network where a cactus network is a connected undirected graph, and any two simple cycles in the graph have at most one

Despite these efforts, the complexity of the problem in arbitrary cactus graphs remained open. We settle this question by establishing the NP-completeness of telephone The centdian node does not creates a regular zigzag movement, as in Figure 5 (d), where the centdian creates regular zigzag movement. from publication: Cactus graphs arise in many applications such as the modelling of wireless sensor networks and the comparison of genomes. We show that, for some cactus graphs H, counting

To the best of our knowledge, no efficient algorithm has yet been developed for construct-ing a centdian node in a cactus graph, either sequential or distributed. We first investigate the AbstractThe spanning cactus existence problem is the problem of testing whether there exists a cactus in the given graph spanning all the vertices or not. The spanning cactus