Open Access

Degree-based indices computation for special chemical molecular structures using edge dividing method

Wei Gao

Wei Gao

School of Information Science and Technology, Yunnan Normal UniversityKunming, China
Search for this author on
Sciendo|Google Scholar
Gao, Wei
 and 
Mohammad Reza Farahani

Mohammad Reza Farahani

Department of Applied Mathematics, Iran University of Science and TechnologyTehran, Iran
Search for this author on
Sciendo|Google Scholar
Farahani, Mohammad Reza
  
Jan 01, 2016
Degree-based indices computation for special chemical molecular structures using edge dividing method's Cover Image
About this article
Previous Article
Next Article
Cite
Download Cover
Published Online: Jan 01, 2016
Page range: 99 - 122
Received: Nov 11, 2015
Accepted: Dec 29, 2015
DOI: https://doi.org/10.21042/AMNS.2016.1.00009
Keywords
© 2016 Wei Gao, Mohammad Reza Farahani, published by Sciendo
This work is licensed under the Creative Commons Attribution-NonCommercial-NoDerivatives 3.0 License.

Fig. 1

2-Dimensional graph of graphene sheet
2-Dimensional graph of graphene sheet

Fig. 2

The zig-zag chain of 8-cycles
The zig-zag chain of 8-cycles

Fig. 3

Graph of triangular benzenoid T (n)
Graph of triangular benzenoid T (n)

Fig. 4

The bridge graph T (n)
The bridge graph T (n)

Fig. 5

The nano structures bridge graph Gd(Pn, ν1)
The nano structures bridge graph Gd(Pn, ν1)

Fig. 6

The nano structures bridge graph Gd(C6, ν)
The nano structures bridge graph Gd(C6, ν)

Fig. 7

The nano structures bridge graph Gd(K3, ν)
The nano structures bridge graph Gd(K3, ν)

Fig. 8

Quadrilateral section Pmn$\begin{array}{} \displaystyle P_{m}^{n} \end{array}$ cuts from the regular hexagonal lattice
Quadrilateral section Pmn$\begin{array}{} \displaystyle P_{m}^{n} \end{array}$ cuts from the regular hexagonal lattice

Fig. 9

The 2-Dimensional of the n-th growth of nanostar dendrimer D3[n].
The 2-Dimensional of the n-th growth of nanostar dendrimer D3[n].

Fig. 10

Classes of inlets occurring on the perimeter of a benzenoid system.
Classes of inlets occurring on the perimeter of a benzenoid system.

Fig. 11

A phenylene (PH) and its hexagonal squeeze (HS).
A phenylene (PH) and its hexagonal squeeze (HS).

Fig. 12

A phenylene (PH) and its hexagonal squeeze (HS).
A phenylene (PH) and its hexagonal squeeze (HS).
Language:
English
Publication timeframe:
1 times per year
Journal Subjects:
Life Sciences, Life Sciences, other, Mathematics, Applied Mathematics, General Mathematics, Physics, Physics, other
Journal RSS Feed