Bhaskar Rao Designs and the Alternating Group A4
D. Combe, W.D. Palmer and W.R. Unger
Research Report 2000-18
Date: 14 September 2000
To appear in Australasian Journal of Combinatorics
In this paper we introduce a new construction for generalized Bhaskar Rao designs.
Using this construction, we show that a generalized Bhaskar Rao design,
GBRD(v,3,lambda;A4) exists if and only if lambda is equivalent to
0 (mod 12).
Bhaskar Rao designs. block designs. alternating groups.
AMS Subject Classification (1991)
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