In this paper, we study a sequence of polynomials, A1(z),A2(z),… useful in the study of production functions. We present a closed (although not completely transparent) formula for the An(z) and study convergence properties of An(z). We shall also make some calculations of An(λ) for roots of unity λ, and study the limiting behavior of An(z) as n goes to infinity
Abstract: In the present paper, we derive some families of polynomials. Some further results of thes...
The Apéry polynomials and in particular their asymptotic behavior play an essential role in the unde...
AbstractWe introduce the problem of establishing a central limit theorem for the coefficients of a s...
In this paper, we study a sequence of polynomials, A1(z),A2(z),… useful in the study of production f...
AbstractIn this paper, we study a sequence of polynomials, A1(z),A2(z),… useful in the study of prod...
Abstract. For any nonzero complex number z we define a sequence a1(z) = z, a2(z) = za1(z),...,an+1(...
We introduce a class of new iteration functions which are ratios of polynomials of the same degree a...
AbstractIt is shown that a (suitably normalized) Pollaczek polynomial Pλn(x; a, b) is a regular tran...
AbstractLet 0 < p < ∞ and ϵn = |an − a/2| + |bn − b| → 0. define a polynomial sequence {pn} by the r...
This paper offers a brief insight into the basic theory of convergence of the infinite products of r...
AbstractThe approximation of functions by Müntz polynomials pn(x) = ∑v=0navxλv, nϵN, is studied. Con...
AbstractLetφ:(−∞, ∞)→(0, ∞) be a given continuous even function and letmbe a positive integer. We sh...
AbstractLet {μk}−∞+∞ be a given double infinite sequence of complex numbers. By defining a linear fu...
En este trabajo se muestra un resultado sobre los coeficientes de las funciones polinómicas hacia la...
AbstractMany special functions arise as “renormalized” limits of sequences of polynomials that satis...
Abstract: In the present paper, we derive some families of polynomials. Some further results of thes...
The Apéry polynomials and in particular their asymptotic behavior play an essential role in the unde...
AbstractWe introduce the problem of establishing a central limit theorem for the coefficients of a s...
In this paper, we study a sequence of polynomials, A1(z),A2(z),… useful in the study of production f...
AbstractIn this paper, we study a sequence of polynomials, A1(z),A2(z),… useful in the study of prod...
Abstract. For any nonzero complex number z we define a sequence a1(z) = z, a2(z) = za1(z),...,an+1(...
We introduce a class of new iteration functions which are ratios of polynomials of the same degree a...
AbstractIt is shown that a (suitably normalized) Pollaczek polynomial Pλn(x; a, b) is a regular tran...
AbstractLet 0 < p < ∞ and ϵn = |an − a/2| + |bn − b| → 0. define a polynomial sequence {pn} by the r...
This paper offers a brief insight into the basic theory of convergence of the infinite products of r...
AbstractThe approximation of functions by Müntz polynomials pn(x) = ∑v=0navxλv, nϵN, is studied. Con...
AbstractLetφ:(−∞, ∞)→(0, ∞) be a given continuous even function and letmbe a positive integer. We sh...
AbstractLet {μk}−∞+∞ be a given double infinite sequence of complex numbers. By defining a linear fu...
En este trabajo se muestra un resultado sobre los coeficientes de las funciones polinómicas hacia la...
AbstractMany special functions arise as “renormalized” limits of sequences of polynomials that satis...
Abstract: In the present paper, we derive some families of polynomials. Some further results of thes...
The Apéry polynomials and in particular their asymptotic behavior play an essential role in the unde...
AbstractWe introduce the problem of establishing a central limit theorem for the coefficients of a s...
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