Cube Divisor Cordial Labeling For Some Graphs

Abstract

Let G = {V (G), E (G)} be a simple graph and 􀢌 ∶ 􀢂(􀡳) → {􀫚, 􀫛,· · · , |􀢜|} be a bijection. For each edge 􀢛􀢜 , assign the label 1. If either [􀢌(􀢛)]􀫜 /􀢌 (􀢜) or [􀢌(􀢜)]􀫜 /􀢌 (􀢛) and the label 0 otherwise 􀢌 is called a cube divisor cordial labeling if |􀢋􀢌(􀫙) − 􀢋􀢌(􀫚)| ≤ 􀫚 .A graph with a square divisor cordial labeling is called a square divisor cordial graph. In this work, 􀢃􀢔 ⊕ 􀡼􀫛 , 􀢃􀢔 ⊕ 􀢃􀢓, Merge graph and Bow graph a discussion is made on under Cube Divisor Cordial Labeling.

Authors and Affiliations

R. Shankar, R. Uma

Keywords

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  • EP ID EP22769
  • DOI -
  • Views 279
  • Downloads 6

How To Cite

R. Shankar, R. Uma (2016). Cube Divisor Cordial Labeling For Some Graphs. International Journal for Research in Applied Science and Engineering Technology (IJRASET), 4(11), -. https://europub.co.uk/articles/-A-22769