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BICYCLIC BSEC OF BLOCK SIZE 3
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 Title & Authors
BICYCLIC BSEC OF BLOCK SIZE 3
Cho, Chung-Je;
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 Abstract
A k-sized balanced sampling plan excluding contiguous units of order v and index denoted by , is said to be bicyclic if it admits an automorphism consisting of two disjoint cycles of length ~. In this paper, we obtain a necessary and sufficient condition for the existence of bicyclic BSEC(v, 3, 2)s.
 Keywords
balanced sampling plans excluding contiguous units;automorphism;
 Language
English
 Cited by
1.
Bicyclic BSECs of block size 3 and any, Discrete Mathematics, 2013, 313, 15, 1586  crossref(new windwow)
 References
1.
C. J. Colbourn and A. C. H. Ling, A class of partial triple systems with applications in survey sampling, Comm. Statist. Theory Methods 27 (1998),1009-1018 crossref(new window)

2.
R. Peltesohn, Eine Losunq der beiden Heffterschen Differenzenprobleme, Compos. Math. 6 (1939), 251-257

3.
R. Wei, Cyclic BSEC of block size 3, Discrete Math. 250 (2002), 291-298 crossref(new window)