Mendelsohn designs admitting the affine group
N Brand, WC Huffman - Graphs and Combinatorics, 1987 - Springer
N Brand, WC Huffman
Graphs and Combinatorics, 1987•SpringerAll Mendelsohn designs containing a Frobenius group with cyclic complement of order v− 1
as a subgroup of the automorphism are found. Furthermore, the automorphism group of
each of the designs is constructed. These designs generalize Mendelsohn's construction of
Mendelsohn designs containing a certain doubly transitive automorphism group.
as a subgroup of the automorphism are found. Furthermore, the automorphism group of
each of the designs is constructed. These designs generalize Mendelsohn's construction of
Mendelsohn designs containing a certain doubly transitive automorphism group.
Abstract
All Mendelsohn designs containing a Frobenius group with cyclic complement of orderv − 1 as a subgroup of the automorphism are found. Furthermore, the automorphism group of each of the designs is constructed. These designs generalize Mendelsohn's construction of Mendelsohn designs containing a certain doubly transitive automorphism group.
Springer
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