Many researchers have studied several operators on a connected graph in which one make an attempt on subdivision of its edges. In this paper, we show how the Zagreb indices, a particular case of Smarandache-Zagreb index of a graph changes with these operators and extended these results to obtain a relation connecting the Zagreb index on operators
A topological index is a numeric number that helps to find the characteristics of compounds. There ...
Given a (molecular) graph, the first multiplicative Zagreb index Π 1 is considered to b...
We obtain lower and upper bounds on general multiplicative Zagreb indices for graphs of given clique...
Let G = (V;E) be a connected graph. The Zagreb indices were in-troduced as early as in 1972. They ar...
A topological index of a graph is a parameter related to the graph; it does not depend on labeling o...
The reformulated Zagreb indices of a graph are obtained from the classical Zagreb indices by replaci...
A topological index is a numerical description computed from a molecular network that represents a m...
Abstract. The first (Π1) and the second (Π2) multiplicative Zagreb indices of a connected graph G, w...
The algebraic study of graph matrices is an important area of Graph Theory giving information about ...
The Zagreb indices are the oldest graph invariants used in mathematical chemistry to predict the che...
AbstractRecently introduced Zagreb coindices are a generalization of classical Zagreb indices of che...
In this paper, the edge a-Zagreb indices and its coindices of somegraph operations, such as generali...
New graph invariants, named exponential Zagreb indices, are introduced for more than one type of Zag...
© 2018 Kalasalingam University. Published with license by Taylor & Francis Group, LLC. The two Zag...
Let G be a graph. The first Zagreb M1(G) of graph G is defined as: M1(G) = uV(G) deg(u) 2. In this ...
A topological index is a numeric number that helps to find the characteristics of compounds. There ...
Given a (molecular) graph, the first multiplicative Zagreb index Π 1 is considered to b...
We obtain lower and upper bounds on general multiplicative Zagreb indices for graphs of given clique...
Let G = (V;E) be a connected graph. The Zagreb indices were in-troduced as early as in 1972. They ar...
A topological index of a graph is a parameter related to the graph; it does not depend on labeling o...
The reformulated Zagreb indices of a graph are obtained from the classical Zagreb indices by replaci...
A topological index is a numerical description computed from a molecular network that represents a m...
Abstract. The first (Π1) and the second (Π2) multiplicative Zagreb indices of a connected graph G, w...
The algebraic study of graph matrices is an important area of Graph Theory giving information about ...
The Zagreb indices are the oldest graph invariants used in mathematical chemistry to predict the che...
AbstractRecently introduced Zagreb coindices are a generalization of classical Zagreb indices of che...
In this paper, the edge a-Zagreb indices and its coindices of somegraph operations, such as generali...
New graph invariants, named exponential Zagreb indices, are introduced for more than one type of Zag...
© 2018 Kalasalingam University. Published with license by Taylor & Francis Group, LLC. The two Zag...
Let G be a graph. The first Zagreb M1(G) of graph G is defined as: M1(G) = uV(G) deg(u) 2. In this ...
A topological index is a numeric number that helps to find the characteristics of compounds. There ...
Given a (molecular) graph, the first multiplicative Zagreb index Π 1 is considered to b...
We obtain lower and upper bounds on general multiplicative Zagreb indices for graphs of given clique...
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