On topological indices of certain families of nanostar dendrimers
A topological index of graph G is a numerical parameter related to G which characterizes its
molecular topology and is usually graph invariant. In the field of quantitative structure-activity …
molecular topology and is usually graph invariant. In the field of quantitative structure-activity …
Zagreb polynomials of some nanostar dendrimers
In mathematical chemistry, a particular attention is given to degree-based graph invariant.
The Zagreb polynomial is one of the degree based polynomials in a graph. A dendrimer is …
The Zagreb polynomial is one of the degree based polynomials in a graph. A dendrimer is …
The neighbourhood polynomial of some families of dendrimers
The neighbourhood polynomial N (G, x) is generating function for the number of faces of
each cardinality in the neighbourhood complex of a graph and it is defined as $(G, x)={\sum} …
each cardinality in the neighbourhood complex of a graph and it is defined as $(G, x)={\sum} …
Computing the Narumi–Katayama index and modified Narumi–Katayama index of some families of dendrimers and tetrathiafulvalene
I Goli Farkoush, M Alaeiyan, MR Farahani… - Journal of …, 2021 - Wiley Online Library
A dendrimer is an artificially manufactured or synthesized molecule built up from branched
units called monomers. In mathematical chemistry, a particular attention is given to degree …
units called monomers. In mathematical chemistry, a particular attention is given to degree …
[PDF][PDF] Hosoya polynomial of dendrimer nanostar D3 [n]
S Alikhani, MA Iranmanesh - MATCH Commun. MATCH. Comput …, 2014 - academia.edu
A simple graph),(= EV G is a finite nonempty set)( GV of objects called vertices together with
a (possibly empty) set)( GE of unordered pairs of distinct vertices of G called edges. In …
a (possibly empty) set)( GE of unordered pairs of distinct vertices of G called edges. In …
[PDF][PDF] Computing the Narumi-Katayama indices and its modified version of some nanostar dendrimers
IG Farkoush, M Alaeiyan, M Alaeiyan… - Eurasian Chemical …, 2020 - academia.edu
Chemists are equipped with a number of useful tools known as merging branch of graph
theory (chemical graph theory), molecular topological descriptors, indices and molecular …
theory (chemical graph theory), molecular topological descriptors, indices and molecular …
Chromatic polynomial of graphs chain
AA Hashem, NE Arif - American Institute of Physics …, 2023 - ui.adsabs.harvard.edu
Chromatic polynomial are widely use in graph theory and chemical applications. A graphs
chain is a chain from many graphs similar has same chromatic polynomial and joined …
chain is a chain from many graphs similar has same chromatic polynomial and joined …
[PDF][PDF] Computation on zagreb polynomial of some families of dendrimers
In mathematical chemistry, a particular attention is given to degree-based graph invariant.
The Zagrebpolynomial is one of the degree based polynomials considered in chemical …
The Zagrebpolynomial is one of the degree based polynomials considered in chemical …
Matching polynomials for some nanostar dendrimers
F Movahedi - Asian-European Journal of Mathematics, 2021 - World Scientific
Dendrimers are highly branched monodisperse, macromolecules and are considered in
nanotechnology with a variety of suitable applications. In this paper, the matching …
nanotechnology with a variety of suitable applications. In this paper, the matching …
[PDF][PDF] Zagreb Polynomials of Certain Families of Dendrimer Nanostars
NE Arif - Tikrit Journal of Pure Science, 2015 - iasj.net
Zagreb Polynomials of Certain Families of Dendrimer Nanostars Page 1 Tikrit Journal of Pure
Science 20 (4) 2015 ISSN: 1813 - 1662 148 Zagreb Polynomials of Certain Families of …
Science 20 (4) 2015 ISSN: 1813 - 1662 148 Zagreb Polynomials of Certain Families of …