Title of article
Omega and PIv Polynomial in Dyck Graph-like Z(8)-Unit Networks
Author/Authors
Diudea, Mircea V Faculty of Chemistry and Chemical Engineering - Babes-Bolyai University , Nagy, Katalin Faculty of Chemistry and Chemical Engineering - Babes-Bolyai University , Pop, Monica L Faculty of Chemistry and Chemical Engineering - Babes-Bolyai University , Gholami-Nezhaad, F Department of Mathematics - Faculty of Science - University of Kashan , Ashrafi, A.R Department of Mathematics - Faculty of Science - University of Kashan
Pages
7
From page
97
To page
103
Abstract
Design of crystal-like lattices can be achieved by using some net operations. Hypothetical networks, thus obtained, can be characterized in their topology by various counting polynomials and topological indices derived from them. The networks herein presented are related to the Dyck graph and described in terms of Omega polynomial and PIv polynomials.
Keywords
Dyck Graphs , Omega Polynomial , PIv Polynomial , Net Operation
Journal title
Astroparticle Physics
Serial Year
2010
Record number
2424652
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