New results on path-decompositions and their down-links
Combinatorics
2013-06-03 v1
Abstract
In (arXiv:1004.4127) the concept of down-link from a (K_v, G)-design B to a (K_n, G')-design B' has been introduced. In the present paper the spectrum problems for G'= P4 are studied. General results on the existence of path-decompositions and embeddings between path- decompositions playing a fundamental role for the construction of down-links are also presented
Cite
@article{arxiv.1106.1095,
title = {New results on path-decompositions and their down-links},
author = {Anna Benini and Luca Giuzzi and Anita Pasotti},
journal= {arXiv preprint arXiv:1106.1095},
year = {2013}
}
Comments
14 Pages; 11 figures