Acta Scientific Computer Sciences

Research Article Volume 5 Issue 1

On Super Root Square Mean Labeling of Some Cycle Related Graphs

Marlo James M Orias and Ariel C Pedrano*

Department of Mathematics and Statistics, University of Southeastern Philippines, Davao City, Republic of the Philippines

*Corresponding Author: Ariel C Pedrano, Department of Mathematics and Statistics, University of Southeastern Philippines, Davao City, Republic of the Philippines.

Received: September 15, 2022; Published: December 09, 2022

Abstract

Let f: V (G) → {1, 2, 3, . . ., p + q} be an injective function. For each edge e = uv let f *(e = uv) defined by Then f is called a super root square mean labeling if f (V) ∪{f ∗(e): e ∈ E(G)} = {1, 2, 3, . . ., p + q}. A graph which admits super root square mean labeling is called super root square mean graph. In this paper, we determined the super root square mean labeling of the Sunlet, Middle Cycle, Polygonal Chain, Alternate Polygonal Chain and Kayak Paddle Graphs.

Keywords: Graph Labeling; Super Root Square Mean Labeling; Cycle Related Graphs

References

  1. Chitra Devi R and Saravana Kumar S. “Super Root Square Mean Labeling of Some”. International Journal of Mathematics Trends and Technology (IJMTT)2. (2016)
  2. Gallian JA. “A Dynamic Survey of Graph Labeling”. The Electronic Journal of Combinations (2013) DS6.
  3. Gopi R. “Super Root Square Mean Labeling of Some Graphs”. International Journal of Engineering Science Advanced Computing and Bio-Technology2 (2017): 75-81.
  4. Hemalatha V and Mohanaselvi V. “Super Geometric Mean Labeling of Some Cycle Related Graphs”. IJSER 9 (2015): 522-529.
  5. Lakshmi Prasanna N., et al. “Applications of Graph Labeling in Communication Networks, Department of CSE, Vignans Lara Institute of Technology and Science, Guntur - 522 124, India”. Professor and Principal of Bapatla Engineering College, Bapatla, Guntur, India.
  6. Sandhya SS., et al. “Some Results on Super Root Square Mean Labeling”. Communicated to International Journal of Mathematics and Soft Computing.
  7. Sandhya SS., et al. “Super Root Square Mean Labelling of Graphs”. Asia Pacific Journal of Research 1 (2016): 162-166.
  8. Sandhya SS., et al. “Super Root Square Mean Labeling of Some New Graphs”. Communicated to International Conference on Graph Theory, Amrita University.
  9. Thirugnanasambandam K and Venkatesan K. “Super Root Square Mean Labeling of Graphs”. International Journal of Mathematics and Soft Computing2 (2015): 189-195.

Citation

Citation: Marlo James M Orias and Ariel C Pedrano. “On Super Root Square Mean Labeling of Some Cycle Related Graphs".Acta Scientific Computer Sciences 5.1 (2023): 40-48.

Copyright

Copyright: © 2023 Marlo James M Orias and Ariel C Pedrano. This is an open-access article distributed under the terms of the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original author and source are credited.




Metrics

Acceptance rate35%
Acceptance to publication20-30 days

Indexed In




News and Events


  • Certification for Review
    Acta Scientific certifies the Editors/reviewers for their review done towards the assigned articles of the respective journals.
  • Submission Timeline for Upcoming Issue
    The last date for submission of articles for regular Issues is April 30th, 2024.
  • Publication Certificate
    Authors will be issued a "Publication Certificate" as a mark of appreciation for publishing their work.
  • Best Article of the Issue
    The Editors will elect one Best Article after each issue release. The authors of this article will be provided with a certificate of "Best Article of the Issue".
  • Welcoming Article Submission
    Acta Scientific delightfully welcomes active researchers for submission of articles towards the upcoming issue of respective journals.

Contact US