In this paper, we compute the new eccentric atom-bond connectivity index for infinite families of tetra sheets equilateral triangular and rectangular networks.
The eccentric version of atom-bond connectivity index of tetra sheet ...
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Abstract: Among topological descriptor of graphs, the connectivity indices are very important and they have a prominent role in theoretical chemistry.
The eccentric version of atom-bond connectivity index of tetra sheet networks · journal article · research article · Published by World Scientific Pub Co Pte Ltd ...
Aug 31, 2018 · The eccentric version of atom-bond connectivity index of tetra sheet networks us a new version of ABC index which is defined by [7]. ABC5(G) ...
In this paper, we compute the new eccentric atom-bond connectivity index for infinite families of tetra sheets equilateral triangular and rectangular networks.
[PDF] The Eccentricity Version of Atom-Bond Connectivity Index of ...
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This paper computes the new Eccentric Connectivity index for an infinite family of Linear Polycene Parallelogram Benzenoid. Among topological descriptors ...
Muhammad Imran, Abdul Qudair Baig, Muhammad Razwan Azhar: The eccentric version of atom-bond connectivity index of tetra sheet networks. Discret. Math.
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What is eccentric connectivity index?
What is the atom bond connectivity index?
The eccentric version of atom-bond connectivity index of tetra sheet networks. August 2018 · Discrete Mathematics Algorithms and Applications.
Also, the eccentric atom-bond connectivity index of a connected graph G is equal to ABC5(G) =∑(uv ∈E (G)) √((ε(u) + ε(v) - 2)/(ε(u)ε(v))). In this ...
Missing: tetra sheet networks.
In this paper, the first multiplication atom-bond connectivity index of several common drugs structure are studied, and the accurate expressions are determined.
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