Add to ORKGIn this paper we give some convergence properties of Hadamard product set of polynomials defined by several simple monic sets of several complex variables in complete Reinhardt domains and in hyperelliptical regions too
Abstract. Let G be a bounded region with simply connected closure G and analytic boundary and let µ ...
Given a Banach space E and positive integers k and l we investigate the smallest constant C that sat...
AbstractLet T(n) be the class of functions with negative coefficients which are analytic in the unit...
In this paper, the analysis of generalized multicomplex Mandelbrot-Julia (henceforth abbrev. M-J) se...
We describe properties of Hadamard products of algebraic varieties. We show any Hadamard power of a ...
AbstractA real polynomial is (asymptotically) stable when all of its zeros lie in the open left half...
AbstractWe consider Hadamard products of power functions P(z)=(1−z)−b with functions analytic in the...
In this paper, we address the Hadamard product of linear varieties not necessarily in general positi...
AbstractWe study the product of two polynomials in many variables, in several norms, and show that u...
Abstract. We study inequalities connecting a product of uniform norms of polynomials with the norm o...
Abstract. Typically a hypergeometric function is a multi-valued analytic function with algebraic sin...
AbstractThe author establishes a theorem concerning the Hadamard product of certain Starlike and con...
Gorbaichuk, V. I. On some properties of the Hadamard products of functions which are regular in the ...
AbstractWe give a new proof of Theorem 6 in [L. Qiu and X. Zhan, On the span of Hadamard products of...
We study inequalities connecting the product of uniform norms of polynomials with the norm of their ...
Abstract. Let G be a bounded region with simply connected closure G and analytic boundary and let µ ...
Given a Banach space E and positive integers k and l we investigate the smallest constant C that sat...
AbstractLet T(n) be the class of functions with negative coefficients which are analytic in the unit...
In this paper, the analysis of generalized multicomplex Mandelbrot-Julia (henceforth abbrev. M-J) se...
We describe properties of Hadamard products of algebraic varieties. We show any Hadamard power of a ...
AbstractA real polynomial is (asymptotically) stable when all of its zeros lie in the open left half...
AbstractWe consider Hadamard products of power functions P(z)=(1−z)−b with functions analytic in the...
In this paper, we address the Hadamard product of linear varieties not necessarily in general positi...
AbstractWe study the product of two polynomials in many variables, in several norms, and show that u...
Abstract. We study inequalities connecting a product of uniform norms of polynomials with the norm o...
Abstract. Typically a hypergeometric function is a multi-valued analytic function with algebraic sin...
AbstractThe author establishes a theorem concerning the Hadamard product of certain Starlike and con...
Gorbaichuk, V. I. On some properties of the Hadamard products of functions which are regular in the ...
AbstractWe give a new proof of Theorem 6 in [L. Qiu and X. Zhan, On the span of Hadamard products of...
We study inequalities connecting the product of uniform norms of polynomials with the norm of their ...
Abstract. Let G be a bounded region with simply connected closure G and analytic boundary and let µ ...
Given a Banach space E and positive integers k and l we investigate the smallest constant C that sat...
AbstractLet T(n) be the class of functions with negative coefficients which are analytic in the unit...