Add to ORKGIn this paper, we introduce a new class of bicomplex polynomials,namely self-inversive bicomplex polynomials, and investigate thenecessary and sufficient condition for any bicomplex polynomial to beself-inversive. We also study some other properties of this class of bicomplexpolynomial with restricted coefficient
We investigate the hardness of finding solutions to bivariate polynomial congruences modulo RSA comp...
We provide sufficient conditions for a lattice polynomial function to be self-commuting. We explicit...
summary:A quasi-permutation polynomial is a polynomial which is a bijection from one subset of a fin...
In this study, we examine polynomials with bicomplex coefficient and bicomplex variables. We investi...
In this study, we examine polynomials with bicomplex coefficient and bicomplex variables. We investi...
Abstract. We generalise a necessary and sufficient condition given by Cohn for all the roots of a se...
Abstract. We try to make some contributions in proving the conjecture which P. Borwein established. ...
Abstract: The aim of this paper is presenting a unified study of bicomplex speces and functions. We ...
AbstractA sharp Lp, p ⩾ 1, inequality for the class of self-inversive polynomials is obtained
Abstract. We use a commutative generalization of complex numbers called bicomplex numbers to introdu...
of hypercomplex polynomials of discrete variable based on the quasi-monomiality principl
Abstract. We acknowledge priority of earlier and more general results than Theorem 1 of the paper re...
We consider the problem of extending the classical S-lemma from commutative case to noncommutative c...
AbstractWe consider the most general Dunkl shift operator L with the following properties: (i) L is ...
This paper considers the well-known Bernstein and Erdős–Lax inequalities in the case of bicomplex po...
We investigate the hardness of finding solutions to bivariate polynomial congruences modulo RSA comp...
We provide sufficient conditions for a lattice polynomial function to be self-commuting. We explicit...
summary:A quasi-permutation polynomial is a polynomial which is a bijection from one subset of a fin...
In this study, we examine polynomials with bicomplex coefficient and bicomplex variables. We investi...
In this study, we examine polynomials with bicomplex coefficient and bicomplex variables. We investi...
Abstract. We generalise a necessary and sufficient condition given by Cohn for all the roots of a se...
Abstract. We try to make some contributions in proving the conjecture which P. Borwein established. ...
Abstract: The aim of this paper is presenting a unified study of bicomplex speces and functions. We ...
AbstractA sharp Lp, p ⩾ 1, inequality for the class of self-inversive polynomials is obtained
Abstract. We use a commutative generalization of complex numbers called bicomplex numbers to introdu...
of hypercomplex polynomials of discrete variable based on the quasi-monomiality principl
Abstract. We acknowledge priority of earlier and more general results than Theorem 1 of the paper re...
We consider the problem of extending the classical S-lemma from commutative case to noncommutative c...
AbstractWe consider the most general Dunkl shift operator L with the following properties: (i) L is ...
This paper considers the well-known Bernstein and Erdős–Lax inequalities in the case of bicomplex po...
We investigate the hardness of finding solutions to bivariate polynomial congruences modulo RSA comp...
We provide sufficient conditions for a lattice polynomial function to be self-commuting. We explicit...
summary:A quasi-permutation polynomial is a polynomial which is a bijection from one subset of a fin...