AbstractHere, (255, 127, 63)-cyclic difference sets are exhaustively constructed. There are, in total, 64 distinct (255, 127, 63)-cyclic difference sets. They include one Singer's type and three miscellaneous types. These cyclic difference sets of miscellaneous types also provide new examples of Hadamard matrixs of order 256 and two-level autocorrelation sequences of length 255
GMW sequences (also called cascaded GMW sequences) have two-level autocorrelations. This property ma...
Abstract Two Hadamard matrices are considered equivalent if one is obtained from the other by a sequ...
AbstractDifference systems of sets (DSS) are combinatorial configurations that arise in connection w...
AbstractHere, (255, 127, 63)-cyclic difference sets are exhaustively constructed. There are, in tota...
In this article, two constructions of (nu, (nu - 1)/2, (nu - 3)/2) difference families are presented...
In this paper we describe an exhaustive search for all cyclic differ-ence sets with parameters (v, k...
AbstractThe main result in this paper is a general construction of φ(m)/2 pairwise inequivalent cycl...
We construct several new cyclic (v; k1, k2, k3; λ) difference families, with v ≡ 3 (mod 4) a prime a...
Periodic quasi-perfect sequences are very important in CDMA mobile communication and in stream ciphe...
AbstractThis paper locates cocyclic Hadamard matrices within the mainstream of combinatorial design ...
The study of cyclic difference sets is important in the field of design and coding theory. Many diff...
This monograph contributes to the existence theory of difference sets, cyclic irreducible codes and ...
AbstractA construction is given of a very special class of Hadamard matrices. This yields Hadamard m...
Difference systems of sets (DSS) are combinatorial configurations that arise in connection with code...
Abstract. We construct several difference families on cyclic groups of orders 47 and 97, and use the...
GMW sequences (also called cascaded GMW sequences) have two-level autocorrelations. This property ma...
Abstract Two Hadamard matrices are considered equivalent if one is obtained from the other by a sequ...
AbstractDifference systems of sets (DSS) are combinatorial configurations that arise in connection w...
AbstractHere, (255, 127, 63)-cyclic difference sets are exhaustively constructed. There are, in tota...
In this article, two constructions of (nu, (nu - 1)/2, (nu - 3)/2) difference families are presented...
In this paper we describe an exhaustive search for all cyclic differ-ence sets with parameters (v, k...
AbstractThe main result in this paper is a general construction of φ(m)/2 pairwise inequivalent cycl...
We construct several new cyclic (v; k1, k2, k3; λ) difference families, with v ≡ 3 (mod 4) a prime a...
Periodic quasi-perfect sequences are very important in CDMA mobile communication and in stream ciphe...
AbstractThis paper locates cocyclic Hadamard matrices within the mainstream of combinatorial design ...
The study of cyclic difference sets is important in the field of design and coding theory. Many diff...
This monograph contributes to the existence theory of difference sets, cyclic irreducible codes and ...
AbstractA construction is given of a very special class of Hadamard matrices. This yields Hadamard m...
Difference systems of sets (DSS) are combinatorial configurations that arise in connection with code...
Abstract. We construct several difference families on cyclic groups of orders 47 and 97, and use the...
GMW sequences (also called cascaded GMW sequences) have two-level autocorrelations. This property ma...
Abstract Two Hadamard matrices are considered equivalent if one is obtained from the other by a sequ...
AbstractDifference systems of sets (DSS) are combinatorial configurations that arise in connection w...
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