Add to ORKGKraemer has shown that every abelian group of order 22d+ 2 with exponent less than 22d+ 3 has a difference set. Generalizing this result, we show that any nonabelian group with a central subgroup of size 2d+ 1 together with an exponent-like condition will have a difference set
AbstractNontrivial difference sets in groups of order a power of 2 are part of the family of differe...
AbstractMenon difference sets have parameters (4N2, 2N2 − N, N2 − N). These have been constructed fo...
AbstractWe present a recursive construction for difference sets which unifies the Hadamard, McFarlan...
AbstractKraemer has shown that every abelian group of order 22d + 2 with exponent less than 22d + 3 ...
AbstractKraemer has shown that every abelian group of order 22d + 2 with exponent less than 22d + 3 ...
Examples of difference sets are given for large classes of abelian groups of order 22d + 2. This fil...
Examples of difference sets are given for large classes of abelian groups of order 22d + 2. This fil...
Nontrivial difference sets in groups of order a power of 2 are part of the family of difference sets...
AbstractIn this paper we prove that an abelian group contains (22m+1(2m−1+1),2m(2m+1),2m)-difference...
We present a recursive construction for difference sets which unifies the Hadamard, McFarland, and S...
The existence of difference sets in abelian 2-groups is a recently settled problem [5]; this note ex...
AbstractWe present a recursive construction for difference sets which unifies the Hadamard, McFarlan...
AbstractWe consider difference sets that have the parameters of the two series constructed recently ...
Nontrivial difference sets in groups of order a power of 2 are part of the family of difference sets...
Examples of difference sets are given for large classes of abelian groups of order 22d + 2. This fil...
AbstractNontrivial difference sets in groups of order a power of 2 are part of the family of differe...
AbstractMenon difference sets have parameters (4N2, 2N2 − N, N2 − N). These have been constructed fo...
AbstractWe present a recursive construction for difference sets which unifies the Hadamard, McFarlan...
AbstractKraemer has shown that every abelian group of order 22d + 2 with exponent less than 22d + 3 ...
AbstractKraemer has shown that every abelian group of order 22d + 2 with exponent less than 22d + 3 ...
Examples of difference sets are given for large classes of abelian groups of order 22d + 2. This fil...
Examples of difference sets are given for large classes of abelian groups of order 22d + 2. This fil...
Nontrivial difference sets in groups of order a power of 2 are part of the family of difference sets...
AbstractIn this paper we prove that an abelian group contains (22m+1(2m−1+1),2m(2m+1),2m)-difference...
We present a recursive construction for difference sets which unifies the Hadamard, McFarland, and S...
The existence of difference sets in abelian 2-groups is a recently settled problem [5]; this note ex...
AbstractWe present a recursive construction for difference sets which unifies the Hadamard, McFarlan...
AbstractWe consider difference sets that have the parameters of the two series constructed recently ...
Nontrivial difference sets in groups of order a power of 2 are part of the family of difference sets...
Examples of difference sets are given for large classes of abelian groups of order 22d + 2. This fil...
AbstractNontrivial difference sets in groups of order a power of 2 are part of the family of differe...
AbstractMenon difference sets have parameters (4N2, 2N2 − N, N2 − N). These have been constructed fo...
AbstractWe present a recursive construction for difference sets which unifies the Hadamard, McFarlan...