Scholarly Works

From Squashed 6‐Cycles to Steiner Triple Systems

Journal article

From Squashed 6‐Cycles to Steiner Triple Systems

Abstract

Abstract Squashed 6‐cycle systems are introduced as a natural counterpart to 2‐perfect 6‐cycle systems. The spectrum for the latter has been determined previously in [5]. We determine completely the spectrum for squashed 6‐cycle systems, and also for squashed 6‐cycle packings.

Authors

Lindner CC; Meszka M; Rosa A

Journal

Journal of Combinatorial Designs, Vol. 22, No. 5, pp. 189–195

Publisher

Wiley

Publication Date

May 1, 2014

DOI

10.1002/jcd.21346

ISSN

1063-8539

Associated Experts

Alexander Rosa

Professor Emeritus, Faculty of Science

Labels

Fields of Research (FoR)

4901 Applied Mathematics 4904 Pure Mathematics 49 Mathematical Sciences

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