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- W2605007929 abstract "In this paper further results on relaxed mean labeling is discussed. The condition for a graph to be relaxed mean is that p ˘ q ¯ 1. We prove, the following theorems to study path, star and the characterization for the relaxed mean labeling of two star. We prove that the disjoint union of any path with n i 1 edges joining the pendent vertices of distinct paths is a relaxed mean graph and K1,m is not a relaxed mean graph for m > 5. Also, we prove that the two starG ˘ (K1,m ( K1,n ) with an edge in common is a relaxed mean graph if and only if jminj 6 5.. MSC: 05C78" @default.
- W2605007929 created "2017-04-14" @default.
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- W2605007929 date "2016-01-01" @default.
- W2605007929 modified "2023-09-24" @default.
- W2605007929 title "Further results on relaxed mean labeling Research Article" @default.
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