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The Least Eigenvalue of the Complement of the Square Power Graph of G

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  • Lubna Gul
  • Gohar Ali
  • Usama Waheed
  • Sumiya Nasir
  • Muhammad Javaid

Abstract

Let Gn,m represent the family of square power graphs of order n and size m, obtained from the family of graphs Fn,k of order n and size k, with m≥k. In this paper, we discussed the least eigenvalue of graph G in the family Gn,mc. All graphs considered here are undirected, simple, connected, and not a complete Kn for positive integer n.

Suggested Citation

  • Lubna Gul & Gohar Ali & Usama Waheed & Sumiya Nasir & Muhammad Javaid, 2021. "The Least Eigenvalue of the Complement of the Square Power Graph of G," Complexity, Hindawi, vol. 2021, pages 1-4, September.
    • Handle: RePEc:hin:complx:5885834
    DOI: 10.1155/2021/5885834
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