|
Paper
IPM / M / 44 |
School of Mathematics
|
|
Title: |
On maximum size anti-Pasch sets of triples
|
|
Author(s): |
| 1 . |
S. Shahriari
| | 2 . |
S. Akbari
| | 3 . |
G. B. Khosrovshahi
| | 4 . |
Ch. Maysoori
|
|
|
Status: |
Published
|
|
Journal: |
London Math. Soc. Lecture Note Ser.
|
|
Year: |
1997
|
|
Pages: |
7-14
|
|
Editor: |
Geometry, Combinatorial Design and Related Structure (J.W.P. Hirsilhfeld, S.S. Magliveras and M.J. de Resmini, eds.)
|
|
Publisher(s): |
Cambridge
|
|
Supported by: |
IPM
|
|
|
Abstract: |
Given an n-set X, we denote the cardinality of a maximum size anti-Pasch (Pasch free) set of triples of X by f(n). In this paper we provide lower and upper bounds for f(n) and consequently we disprove a conjecture posed by Khosrovshahi at the fifteenth British Combinatorial Conference (BCC15).
Download TeX format
|
|
back to top
|
