From Squashed 6‐Cycles to Steiner Triple Systems Journal Articles

abstract

• AbstractSquashed 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, Charles C
• Meszka, Mariusz
• Rosa, Alexander

status

• published 

publication date

• May 2014

has subject area

• 0101 Pure Mathematics (FoR)
• 0802 Computation Theory and Mathematics (FoR)
• 0804 Data Format (FoR)
• Computation Theory & Mathematics (Science Metrix)

published in

• Journal of Combinatorial Designs  Journal

keywords

• 6-cycle system
• Mathematics
• Physical Sciences
• Science & Technology
• Steiner triple system

Digital Object Identifier (DOI)

• 10.1002/jcd.21346

start page

• 189

end page

• 195

volume

• 22

issue

• 5