AbstractThe Hadamard product of two power series ∑anzn and ∑bnzn is the power series ∑anbnzn. We define the (Hadamard) grade of a power series A to be the least number (finite or infinite) of algebraic power series, the Hadamard product of which equals A. We study and discuss this notion
In this paper, we give a new criterion for the algebraic independence of the values of power series....
InthispaperwecharacterizehypersurfacesforwhichtheirHadamard product is still a hypersurface Then we ...
AbstractWe define Lindenmayerian algebraic power series and study their properties. These series gen...
AbstractThe Hadamard product of two power series ∑anzn and ∑bnzn is the power series ∑anbnzn. We def...
Abstract. Allouche and Mendès-France (in Hadamard grade of power series, J. Num-ber Theory 131 (201...
We present the main results on 2PFA’s and on the Hadamard quotient of formal power series, the conne...
AbstractAn algorithm is introduced and shown to lead to a unique infinite product representation for...
AbstractThe purpose of this paper is to derive product representations for generalizations of the Ro...
The purpose of this paper is to derive product representations for generalizations of the Rogers–Ram...
Abstract. Typically a hypergeometric function is a multi-valued analytic function with algebraic sin...
A series all of whose coefficients have unit modulus is called an Hadamard square root of unity. We ...
SIGLEAvailable from British Library Document Supply Centre- DSC:DX87450 / BLDSC - British Library Do...
In this paper, our first purpose is to describe a class of phenomena involving the growth in the Had...
AbstractWe consider Hadamard products of power functions P(z)=(1−z)−b with functions analytic in the...
Let A = (aij) andB = (bij) be matrices of the same size. Then their Hadamard product (also called S...
In this paper, we give a new criterion for the algebraic independence of the values of power series....
InthispaperwecharacterizehypersurfacesforwhichtheirHadamard product is still a hypersurface Then we ...
AbstractWe define Lindenmayerian algebraic power series and study their properties. These series gen...
AbstractThe Hadamard product of two power series ∑anzn and ∑bnzn is the power series ∑anbnzn. We def...
Abstract. Allouche and Mendès-France (in Hadamard grade of power series, J. Num-ber Theory 131 (201...
We present the main results on 2PFA’s and on the Hadamard quotient of formal power series, the conne...
AbstractAn algorithm is introduced and shown to lead to a unique infinite product representation for...
AbstractThe purpose of this paper is to derive product representations for generalizations of the Ro...
The purpose of this paper is to derive product representations for generalizations of the Rogers–Ram...
Abstract. Typically a hypergeometric function is a multi-valued analytic function with algebraic sin...
A series all of whose coefficients have unit modulus is called an Hadamard square root of unity. We ...
SIGLEAvailable from British Library Document Supply Centre- DSC:DX87450 / BLDSC - British Library Do...
In this paper, our first purpose is to describe a class of phenomena involving the growth in the Had...
AbstractWe consider Hadamard products of power functions P(z)=(1−z)−b with functions analytic in the...
Let A = (aij) andB = (bij) be matrices of the same size. Then their Hadamard product (also called S...
In this paper, we give a new criterion for the algebraic independence of the values of power series....
InthispaperwecharacterizehypersurfacesforwhichtheirHadamard product is still a hypersurface Then we ...
AbstractWe define Lindenmayerian algebraic power series and study their properties. These series gen...
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