Matrices e hipermatrices de Hosoya, Hermann-Zinn y Merrifield-Simmons

Translated title of the contribution: Hosoya, Hermann-Zinn and Merrifield-Simmons matrixes and hypermatrixes

Vicente García Espeso, José Javier Molins Vara, Fèlix Riera Parcerisas

Research output: Indexed journal article Articlepeer-review

Abstract

It is reviewed the definition of Hosoya matrix and the result given by Randic is the definition of Hosoya hypermatrix. Hermann-Zinn and Merrifield-Simmons matrixes and hypermatrixes are defined and its construction, in case of chains, is examined. The three hypermatrixes are decomposed in two different forms. These decomposition are able to generate new topological indexes which will be used in quantitative relationships structure-property.

Translated title of the contributionHosoya, Hermann-Zinn and Merrifield-Simmons matrixes and hypermatrixes
Original languageSpanish
Pages (from-to)111-118
Number of pages8
JournalAfinidad
Volume59
Issue number498
Publication statusPublished - Mar 2002

Fingerprint

Dive into the research topics of 'Hosoya, Hermann-Zinn and Merrifield-Simmons matrixes and hypermatrixes'. Together they form a unique fingerprint.

Cite this