Home
University of Bergen
Nima Ghanbari's picture

Nima Ghanbari

Department of Informatics
  • E-mailnima.ghanbari@uib.no
  • Visitor Address
    HIB - Thormøhlens gate 55
    5006 Bergen
  • Postal Address
    Postboks 7803
    5020 Bergen
Academic article
  • Show author(s) (2023). Total dominator chromatic number of k-subdivision of graphs. The Art of Discrete and Applied Mathematics.
  • Show author(s) (2023). Some results on the super domination number of a graph. Discrete Mathematics, Algorithms and Applications (DMAA).
  • Show author(s) (2023). On the strong dominating sets of graphs. Journal of Algebraic Systems (JAS). 65-76.
  • Show author(s) (2023). End Super Dominating Sets in Graphs. Discussiones Mathematicae. Graph Theory.
  • Show author(s) (2023). Computational complexity aspects of super domination. Theoretical Computer Science. 14 pages.
  • Show author(s) (2023). A graph related to the Euler φ-function. Mathematical Gazette.
  • Show author(s) (2022). On the Sombor characteristic polynomial and Sombor energy of a graph. Computational & Applied Mathemathics. 14 pages.
  • Show author(s) (2022). On the Graovac-Ghorbani and Atom-Bond Connectivity Indices of Graphs from Primary Subgraphs. Iranian Journal of Mathematical Chemistry (IJMC). 45-72.
  • Show author(s) (2022). Introduction to total dominator edge chromatic number. TWMS J. App. and Eng. Math.. 786-798.
  • Show author(s) (2021). Sombor Index of Polymers. Match. 715-728.
  • Show author(s) (2021). Sombor Index of Certain Graphs. Iranian Journal of Mathematical Chemistry (IJMC). 27-37.
  • Show author(s) (2021). Mostar index and edge Mostar index of polymers. Computational & Applied Mathemathics. 21 pages.
  • Show author(s) (2020). Total dominator chromatic number of graphs with specific construction. Open Journal of Discrete Applied Mathematics (ODAM). 1-7.
  • Show author(s) (2019). More on the total dominator chromatic number of a graph. Journal of Information and Optimization Sciences. 157-169.
  • Show author(s) (2018). Total dominator chromatic number of some operations on a graph. Bulletin of Computational Applied Mathematics. 9-20.
  • Show author(s) (2018). Computation of Gutman index of some cactus chains. Electronic Journal of Graph Theory and Applications. 138-151.
  • Show author(s) (2017). Hosoya polynomial of some cactus chains. Cogent Mathematics.
  • Show author(s) (2015). Randić energy of specific graphs. Applied Mathematics and Computation. 722-730.
  • Show author(s) (2015). More on energy and Randi ́c energy of specific graphs. Journal of Mathematical Extension. 73-85.
Academic lecture
  • Show author(s) (2022). Some results on the super domination and co-even domination number of a graph.
  • Show author(s) (2022). On the super domination number of a graph.
  • Show author(s) (2018). On The Total Dominator Edge Chromatic Number.
  • Show author(s) (2017). Total dominator chromatic number of some graph operations.
  • Show author(s) (2017). On the total dominator chromatic number of graphs.
  • Show author(s) (2015). On the energy and Randic energy of certain cubic graphs.
  • Show author(s) (2014). On the Randic characteristic polynomial of specific graphs.
Poster
  • Show author(s) (2015). More results on inverse sum indeg index of a graph.

More information in national current research information system (CRIStin)

Fields of competence 
Discrete Mathematics
Graph Theory
Mathematical Chemistry