Reach Us +44-1235-425476

Abstract

Energy and Laplacian Energy-Like Invariant of Unicyclic Molecular Graphs

Let Un be the set of unicyclic molecular graphs with 3 ≤ n ≤ 8 vertices. We show that the cycle Cn has maximal Laplacian-energy-like invariant (LEL) in Un. The authors partially proving that the conjecture hold for any unicyclic molecular graph in Un, where 3 ≤ n ≤ 8 Moreover, we show that Cn has maximal energy (E) in Un for 3 ≤ n≤7, but for n=8 this is not true.


Author(s): Masood Ur Rehman, Muhammad Riaz

Abstract | Full-Text | PDF

Share this  Facebook  Twitter  LinkedIn  Google+
Flyer image

Abstracted/Indexed in

  • Chemical Abstracts Service (CAS)
  • Open J Gate
  • Genamics JournalSeek
  • Directory of Research Journal Indexing (DRJI)
  • Publons
  • International Committee of Medical Journal Editors (ICMJE)
  • Serials Union Catalogue (SUNCAT)
  • Geneva Foundation for Medical Education and Research
  • Secret Search Engine Labs