Topological Characterization of Cyclic Structures

  title={Topological Characterization of Cyclic Structures},
  author={Danail Bonchev and OV. MEKENYAN},
The sum of the topological distances in the molecular graph (the Wiener number) is used for a topological characterization of the condensed polycyclic molecular systems. This topological index discriminates well the isomeric cyclic molecules. In addition, it also properly reflects their structural features. On this basis the principal points of molecular cyclicity are formulated in 15 rules. La somme des distances topologiques dans un graphe molkculaire (le nombre de Wiener) est utilisee pour… CONTINUE READING


Publications referenced by this paper.
Showing 1-4 of 4 references

Advances in Quantum Chernisrry, P.-0

H. Fujimoto, K. Fukui
New York, 1972), • 1972

Molecular Orbital Theoryof Organic Chemistry (McGraw-Hill

M. J . S. Dewar
New York, • 1969

The Theory of Electronic Spectra of Organic Molecules (Methuen

J. N. Murrell
View 1 Excerpt

Molecular Orbital Theory for Organic Chemists (Wiley

A. Streitwieser, Jr.
New York, • 1961

Similar Papers

Loading similar papers…