An algorithm for the calculation of the hyper-Wiener index (WW) of benzenoid hydrocarbons (both cata- and pericondensed) is described, based on the consideration of pairs of elementary cuts of the corresponding benzenoid graph B. A pair of elementary cuts partitions the vertices of B into four classes. WW is expressed as a sum of terms of the form n11n22n12n21, each associated with a pair of elementary cuts; nrs, r, s1, 2 are the numbers of vertices in the respective four classes. The algorithm proposed enables a relatively easy calculation of WW, finding expressions for WW of homologous series of benzenoid hydrocarbons, and envisaging the relations between WW and molecula
In the fields of chemical graph theory, topological index is a type of a molecular descriptor that i...
AbstractAn explicit, non-recursive formula for the Wiener index of any given benzenoid chain is deri...
The Wiener index is one of the oldest molecular-graph-based structure-descriptors. It was first prop...
An algorithm is designed for the calculation of the Szeged index of benzenoid hydrocarbons, based on...
An algorithm with a complexity linear in the number of vertices is proposed for the computation of t...
Using a recently developed technique for the calculation of the Wiener number (W) of benzenoid syste...
Using a recently developed technique for the calculation of the Wiener number (W) of benzenoid syste...
Abstract: The hyper-Wiener index WW of a chemical tree T is defined as the sum of the products n1n2,...
1270-1271The Wiener index (W) is a structural descriptor of organic molecules. It is defined as the...
Abstract. The Wiener index is one of the oldest graph parameter which is used to study molecular-gra...
Abstract. The Wiener index is one of the oldest molecular-graph-based structure-descriptors. It was ...
[[abstract]]The Wiener index, or the Wiener number, also known as the “sum of distances” of a connec...
The Wiener index (W) and the Schultz molecular topological index (MTI) are based on the distances be...
[[abstract]]An explicit, non-recursive formula for the Wiener index of any given benzenoid chain is ...
The edge-Wiener index of a graph G is defined as the Wiener index of the line graph of G. In this pa...
In the fields of chemical graph theory, topological index is a type of a molecular descriptor that i...
AbstractAn explicit, non-recursive formula for the Wiener index of any given benzenoid chain is deri...
The Wiener index is one of the oldest molecular-graph-based structure-descriptors. It was first prop...
An algorithm is designed for the calculation of the Szeged index of benzenoid hydrocarbons, based on...
An algorithm with a complexity linear in the number of vertices is proposed for the computation of t...
Using a recently developed technique for the calculation of the Wiener number (W) of benzenoid syste...
Using a recently developed technique for the calculation of the Wiener number (W) of benzenoid syste...
Abstract: The hyper-Wiener index WW of a chemical tree T is defined as the sum of the products n1n2,...
1270-1271The Wiener index (W) is a structural descriptor of organic molecules. It is defined as the...
Abstract. The Wiener index is one of the oldest graph parameter which is used to study molecular-gra...
Abstract. The Wiener index is one of the oldest molecular-graph-based structure-descriptors. It was ...
[[abstract]]The Wiener index, or the Wiener number, also known as the “sum of distances” of a connec...
The Wiener index (W) and the Schultz molecular topological index (MTI) are based on the distances be...
[[abstract]]An explicit, non-recursive formula for the Wiener index of any given benzenoid chain is ...
The edge-Wiener index of a graph G is defined as the Wiener index of the line graph of G. In this pa...
In the fields of chemical graph theory, topological index is a type of a molecular descriptor that i...
AbstractAn explicit, non-recursive formula for the Wiener index of any given benzenoid chain is deri...
The Wiener index is one of the oldest molecular-graph-based structure-descriptors. It was first prop...