In this paper, we are devoted to finding Goethals–Seidel sequences by using k-partition, and
based on the finite Parseval relation, the construction of Goethals–Seidel sequences could …

In this paper, we develop a novel method to construct Goethals–Seidel (GS) sequences with
special structures. In the existing methods, utilizing Turyn sequences is an effective and …

In this paper, it is aimed to introduce a unification and generalization of the generating
functions for Sheffer type sequences such as the Peters polynomials, the Boole polynomials …

We study some properties of Sheffer sequences for some special polynomials with complex
Changhee and Daehee polynomials introducing their complex versions of the polynomials …

In this paper, we introduce the generalized p-Mersenne sequence and deal with, in detail,
two special cases, namely, p-Mersenne and p-Mersenne-Lucas-sequences. We present …

On the Smarandache back concatenated odd sequences Page 72 ON THE SMARANDACHE
BACK CONCATENATED ODD SEQUENCES* Li Junzhuang and Wang Nianliang Institute of …

By studying various ways of describing the Narayana triangle, we provide a number of
generalizations of this triangle and study some of their properties. In some cases, the …

arXiv:1301.6222v1 [math.NT] 26 Jan 2013 Page 1 arXiv:1301.6222v1 [math.NT] 26 Jan 2013
ON THE ASSOCIATED SEQUENCES OF SPECIAL POLYNOMIALS DS KIM, T. KIM, AND S.-H …

Complex Golay sequences were introduced in 1992 to generalize constructions for
Hadamard matrices using Golay sequences.(In the last section of this paper we describe …

In this paper, we consider a common polynomial generalization, denoted by w_m (n, k)=
w_m^ a, b, c, d (n, k) wm (n, k)= wma, b, c, d (n, k), of several types of associated sequences …