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Applications of student activity problems for some kirkman type problems

Author(s)
Longani, Vites
Samana, Decha
Buada, Sasisophit
Date Issued
December 1, 2015
Type
Article
Abstract
In this paper we apply the ideas from recent works on Student Activity Problems in proposing a theorem on some Kirkman type problems. That is, we find that for any prime number p ≥ 3 it is possible for a school teacher to take p2 school girls on a walk each day of the p+1 days, walking with p rows of p girls each, in such a way that each pair of girls walk together in the same row on exactly one day.
Citation
Thai Journal of Mathematics, 13(3), 539-544, 2015
Subjects

Kirkman school girl p...

Steiner triple system...

Student activity prob...

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