AbstractIn this paper, a new family of relative difference sets with parameters (m,n,k,λ) =(q7−1)/(q−1),4(q−1),q6,q5/4) is constructed where q is a 2-power. The construction is based on the technique used in [2]. By a similar method, we also construct some new circulant weighing matrices of order qd−1 where q is a 2-power, d is odd and d⩾5
AbstractLet n be a fixed positive integer. Every circulant weighing matrix of weight n arises from w...
AbstractWe investigate the existence of relative (m, 2, k, λ)-difference sets in a group H × N relat...
AbstractIn this paper we prove that a near difference set with parametersv=2(q+1),k=q,λ=12(q−1) may ...
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)/(...
AbstractIn this paper, a new family of relative difference sets with parameters (m,n,k,λ) =(q7−1)/(q...
This dissertation is devoted to the study of relative difference sets and circulant weighing matrice...
This dissertation is devoted to the study of relative difference sets and circulant weighing matrice...
AbstractWe classify all circulant weighing matrices whose order and weight are products of powers of...
A number of new weighing matrices constructed from two circulants and via a direct sum construction ...
We classify all circulant weighing matrices whose order and weight are products of powers of 2 and 3...
AbstractWe provide the first theoretical proof of the spectrum of orders n for which circulant weigh...
Some results on weighing matrices It is shown that if q is a prime power then there exists a circula...
SUMMARY. In this paper we use a new algorithm to find weighing matrices W (2n, 9) constructed using ...
We construct weighing matrices by 2-suitable negacyclic matrices, and study the conjecture by J. S. ...
AbstractLet n be a fixed positive integer. Every circulant weighing matrix of weight n arises from w...
AbstractWe investigate the existence of relative (m, 2, k, λ)-difference sets in a group H × N relat...
AbstractIn this paper we prove that a near difference set with parametersv=2(q+1),k=q,λ=12(q−1) may ...
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)/(...
AbstractIn this paper, a new family of relative difference sets with parameters (m,n,k,λ) =(q7−1)/(q...
This dissertation is devoted to the study of relative difference sets and circulant weighing matrice...
This dissertation is devoted to the study of relative difference sets and circulant weighing matrice...
AbstractWe classify all circulant weighing matrices whose order and weight are products of powers of...
A number of new weighing matrices constructed from two circulants and via a direct sum construction ...
We classify all circulant weighing matrices whose order and weight are products of powers of 2 and 3...
AbstractWe provide the first theoretical proof of the spectrum of orders n for which circulant weigh...
Some results on weighing matrices It is shown that if q is a prime power then there exists a circula...
SUMMARY. In this paper we use a new algorithm to find weighing matrices W (2n, 9) constructed using ...
We construct weighing matrices by 2-suitable negacyclic matrices, and study the conjecture by J. S. ...
AbstractLet n be a fixed positive integer. Every circulant weighing matrix of weight n arises from w...
AbstractWe investigate the existence of relative (m, 2, k, λ)-difference sets in a group H × N relat...
AbstractIn this paper we prove that a near difference set with parametersv=2(q+1),k=q,λ=12(q−1) may ...
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