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Minimum Surveillance Cameras Using Domination Sets

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ijcoa

This article discusses using domination sets in graph theory to determine the minimum number of surveillance cameras needed to monitor an area. Domination sets identify the fewest number of vertices in a graph that observe all other vertices. The authors propose applying this concept to place cameras so that every point in an area is within viewing range of at least one camera, while using the smallest possible number of cameras.

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International Journal of Computing Algorithm, Vol 3(3), June 2014 ISSN(Print):2278-2397 Website: www.ijcoa.com Application of Domination Set for Fixing Surveillance Cameras T. Henson1 , S.Rajendiran2 1 2 PG and Research Department of Mathematics, St.Joseph College of Arts and Science (Autonomous), Cuddalore,Tamilnadu, India E-mail: thenson1967@gmail.com, rajsujai12@gmail.com Abstract Graphs are both natural and human made structures. This paper is about the introduction of a new method for fixing a minimum number of surveillance cameras in any place by using the concept of domination sets

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Minimum Surveillance Cameras Using Domination Sets

  • 1. International Journal of Computing Algorithm, Vol 3(3), June 2014 ISSN(Print):2278-2397 Website: www.ijcoa.com Application of Domination Set for Fixing Surveillance Cameras T. Henson1 , S.Rajendiran2 1 2 PG and Research Department of Mathematics, St.Joseph College of Arts and Science (Autonomous), Cuddalore,Tamilnadu, India E-mail: thenson1967@gmail.com, rajsujai12@gmail.com Abstract Graphs are both natural and human made structures. This paper is about the introduction of a new method for fixing a minimum number of surveillance cameras in any place by using the concept of domination sets