Zagreb connection topological descriptors and structural property of the triangular chain structures
Asad Ullah, Shamsudin, Shahid Zaman, Anila Hamraz
Abstract
Abstract Mathematical chemistry is concerned with the use of mathematics to solve the problems in chemistry. A triangular chain graph is a simple graph composed of a series of triangles. This chain is widely used in the formation of triangular cactus, boron clusters, boron triangular nanotubes, and boron nanotubes. In this paper, the first Zagreb connection index, the first modified Zagreb connection index, and the second Zagreb connection index for triangular chain structures are calculated and derived closed formulas for them. Based on the derived formulas and obtained numerical results, the physicochemical properties of these type of structures can easily be investigated.
Topics & Concepts
Connection (principal bundle)GraphChain (unit)Hexagonal crystal systemTopological indexBoronCombinatoricsMathematical chemistrySimple (philosophy)Graph theoryMathematicsMaterials scienceTopology (electrical circuits)PhysicsGeometryChemistryCrystallographyQuantum mechanicsNuclear physicsPhilosophyEpistemologyGraph theory and applicationsComputational Drug Discovery MethodsSynthesis and Properties of Aromatic Compounds