APPLICATIONS OF GRACEFUL GRAPHS

Abstract

A simple graph G is an ordered pair of a non-empty set V of objects called vertices together with the set E of edges e=uv, u,v V, where p = |V| and q= |E|. If f:V → {0,1,…,q} is an injective mapping and f*(uv)=|f(u) – f(v)| uv E. If f* (E) = {1,2,…,q) then f is called a graceful labeling of G and the graph which admits such numbering is called graceful graphs. This paper discuss the applications of graceful labeling of some graphs in radio-astronomy, development of missile guidance codes, spectral characterization of material using X-ray crystallography.

Authors and Affiliations

Ujwala N Deshmukh

Keywords

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  • EP ID EP137819
  • DOI -
  • Views 89
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How To Cite

Ujwala N Deshmukh (0). APPLICATIONS OF GRACEFUL GRAPHS. International Journal of Engineering Sciences & Research Technology, 4(8), 129-131. https://europub.co.uk/articles/-A-137819