This is the first monograph on codebooks and linear codes from difference sets and almost
difference sets. It aims at providing a survey of constructions of difference sets and almost …

In this paper, we further investigate the constructions of complementary sequence sets
(CSSs) and complete complementary codes (CCCs) by Butson-type Hadamard matrices. By …

In this paper, a recent method to construct complementary sequence sets and complete
complementary codes by Hadamard matrices is deeply studied. By taking the algebraic …

In this paper, we present two constructions of low-hit-zone frequen-cy-hopping sequence
(LHZ FHS) sets. The constructions in this paper generalize the previous constructions based …

For any bent function, it is very interesting to determine its dual function, because the dual
function is also bent in certain cases. For k odd and gcd (n, k)= 1, it is known that the Coulter …

Pseudorandom sequences, sometimes shortened as sequences, have played a key role in
the applications of digital communications, cryptography and computer science. This …

It has been an active research issue for many years to construct new bent functions. Fork
odd with gcd (n, k)= 1 and a∈ F 3n*, the function f (x)= Tr 1 n (ax ((3 k+ 1)/2)) is weakly …

Difference balanced functions from F qn⁎ to F q are closely related to combinatorial designs
and naturally define p-ary sequences with the ideal two-level autocorrelation. In the …

In 2008, Langevin and Leander determined the dual function of three classes of monomial
bent functions with the help of Stickelberger's theorem: Dillon, Gold and Kasami. In their …

CONSTRUCTION OF THREE CLASSES OF STRICTLY OPTIMAL FREQUENCY-HOPPING
SEQUENCE SETS Xianhong Xie Yi Ouyang Honggang Hu Ming Mao (C Page 1 Advances in …