DOIAbstract
AbstractIn this paper we prove that a near difference set with parametersv=2(q+1),k=q,λ=12(q−1) may be constructed wheneverqis an odd prime power
AbstractIn this paper we prove that a near difference set with parametersv=2(q+1),k=q,λ=12(q−1) may be constructed wheneverqis an odd prime power
In this article we show that there is no (p^3,p,p^3,p^2)-difference set in ℤ_<p^2> ×ℤ_<p^2> for all ...
AbstractSome nonexistence theorems for cyclic near difference sets of type 1 are established, some c...
AbstractMotivated by a connection between semi-regular relative difference sets and mutually unbiase...
AbstractIn this paper we prove that a near difference set with parametersv=2(q+1),k=q,λ=12(q−1) may ...
Motivated by a connection between semi-regular relative difference sets and mutually unbiased bases,...
AbstractMotivated by a connection between semi-regular relative difference sets and mutually unbiase...
AbstractWe investigate the existence of relative (m, 2, k, λ)-difference sets in a group H × N relat...
In this paper, we study semi-regular relative difference sets. We give some nonexistence results on ...
AbstractA construction is given for difference sets in certain non-cyclic groups with the parameters...
AbstractWe investigate the existence of cyclic relative difference sets with parameters ((qd−1)/(q−1...
AbstractIn this paper, a new family of relative difference sets with parameters (m,n,k,λ) =(q7−1)/(q...
In this paper, a new family of relative difference sets with parameters (m,n,k,λ)=((q^7-1)/(...
In this paper, a new family of relative difference sets with parameters (m,n,k,λ)=((q^7-1)/(...
Jungnickel (1982) and Elliot and Butson (1966) have shown that (pj+1,p,pj+1,pj) relative difference ...
AbstractIn this article we show that there is no (p3,p,p3,p2)-difference set in Zp2×Zp2 for all prim...
In this article we show that there is no (p^3,p,p^3,p^2)-difference set in ℤ_<p^2> ×ℤ_<p^2> for all ...
AbstractSome nonexistence theorems for cyclic near difference sets of type 1 are established, some c...
AbstractMotivated by a connection between semi-regular relative difference sets and mutually unbiase...
AbstractIn this paper we prove that a near difference set with parametersv=2(q+1),k=q,λ=12(q−1) may ...
Motivated by a connection between semi-regular relative difference sets and mutually unbiased bases,...
AbstractMotivated by a connection between semi-regular relative difference sets and mutually unbiase...
AbstractWe investigate the existence of relative (m, 2, k, λ)-difference sets in a group H × N relat...
In this paper, we study semi-regular relative difference sets. We give some nonexistence results on ...
AbstractA construction is given for difference sets in certain non-cyclic groups with the parameters...
AbstractWe investigate the existence of cyclic relative difference sets with parameters ((qd−1)/(q−1...
AbstractIn this paper, a new family of relative difference sets with parameters (m,n,k,λ) =(q7−1)/(q...
In this paper, a new family of relative difference sets with parameters (m,n,k,λ)=((q^7-1)/(...
In this paper, a new family of relative difference sets with parameters (m,n,k,λ)=((q^7-1)/(...
Jungnickel (1982) and Elliot and Butson (1966) have shown that (pj+1,p,pj+1,pj) relative difference ...
AbstractIn this article we show that there is no (p3,p,p3,p2)-difference set in Zp2×Zp2 for all prim...
In this article we show that there is no (p^3,p,p^3,p^2)-difference set in ℤ_<p^2> ×ℤ_<p^2> for all ...
AbstractSome nonexistence theorems for cyclic near difference sets of type 1 are established, some c...
AbstractMotivated by a connection between semi-regular relative difference sets and mutually unbiase...
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