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A New Family of Relative Difference Sets in 2Groups
Davis, James A.; Jedwab, Jonathan
HPL98124
Keyword(s): relative difference sets; recursive; building sets; characters
Abstract: We recursively construct a new family of (26d+4, 8, 26d+4, 26d+1) semiregular relative difference sets in abelian groups G relative to an elementary abelian subgroup U. The initial case d = 0 of the recursion comprises examples of (16,8,16,2) relative difference sets for four distinct pairs (G, U). Notes: James A. Davis, Dept. of Mathematics & Computer Science, University of Richmond, VA 23173 USA
8 Pages
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