PRIME - ANTIMAGIC LABELING OF GRAPHS IN POWER MANAGEMENT SYSTEM
Prime anti-magic labeling techniques play a vital role in various types of real-world applications in sensor networks, smart city management systems, security models, surveillance systems, and so on. A prime anti-magic technique of graph G is considered as finite, simple, and undirected and also it...
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| Veröffentlicht in: | TWMS journal of applied and engineering mathematics 2024-09, Vol.14 (4), p.1328 |
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| creator | Anand, M.C.J Chitra, G Swamy, N Sudharani, R |
| description | Prime anti-magic labeling techniques play a vital role in various types of real-world applications in sensor networks, smart city management systems, security models, surveillance systems, and so on. A prime anti-magic technique of graph G is considered as finite, simple, and undirected and also it has p number of vertices and q number of edges. If f is an injection from the vertex set of G to the integers {1, 2,...,p} such that for each edge uv, the assignment of adjacent vertices of u and v are relatively prime and the edge induced labeling f(uv) = f(u) + f(v) and hence are all distinct. In this research, some special classes of graphs that admit prime anti-magic technique could play a major role in the water tank power management system. Keywords: Prime, Anti-magic, Star graph, Tripartite graph, Circular ladder graph, Odd prime antimagic. AMS Subject Classification: 05C90 |
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| subjects | Analysis Apexes Energy use Graph theory Graphs Labeling Management systems Mathematics Power management Surveillance equipment Surveillance systems Vertex sets Water tanks |
| title | PRIME - ANTIMAGIC LABELING OF GRAPHS IN POWER MANAGEMENT SYSTEM |
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