Article
A Minimal Critical Set of a Class of Youden Squares
Faculty of Informatics - Papers (Archive)
RIS ID
17739
Publication Date
11-9-2006
Abstract
We consider the Youden square formed by deleting one row of a v x v back-circulant Latin square and establish a critical set that contains a number of elements which is equal to v2/4 (v even) or (v2 — 1)/4 (v odd). We show that this critical set is minimal, for v even.
Disciplines
Citation Information
L. Fitina, Ken Russell and Jennifer Seberry. "A Minimal Critical Set of a Class of Youden Squares" (2006) Available at: http://works.bepress.com/jseberry/32/
This article was originally published as Fitina, L, Russell, KG and Seberry, J, A Minimal Critical Set of a Class of Youden Squares, Utilitas Mathematica, 2006 (in press).