Divisible designs and groups
Copyright policy )Divisible designs and groups
The authors generalize previous work on translation divisible designs (with \(\lambda_ 1=0)\) and, in particular, translation transversal designs to translation divisible designs with parameters \((s,k,\lambda_ 1,\lambda_ 2)\). In case \(\lambda_ 1<\lambda_ 2\), they prove that the translation group has to be either a Frobenius group or a \(p\)-group of exponent \(p\); in particular, this covers the semi-regular case for \(\lambda_ 1\neq 0\). They also give some families of examples.
- Freie Universität Berlin Germany
- University of Palermo Italy
translation group, translation divisible designs, Group actions on designs, etc., translation transversal designs, Other designs, configurations
translation group, translation divisible designs, Group actions on designs, etc., translation transversal designs, Other designs, configurations
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