Analogues of Besicovitch-Wiener Theorem for Heisenberg Group.
Another refinement of Bernstein's inequality.
Appell orthogonal polynomials on the unit circle
Approximation in .
Arithmetic of certain hypergeometric modular forms
Asymptotic analysis of the Askey-scheme I: from Krawtchouk to Charlier
We analyze the Charlier polynomials C n(χ) and their zeros asymptotically as n → ∞. We obtain asymptotic approximations, using the limit relation between the Krawtchouk and Charlier polynomials, involving some special functions. We give numerical examples showing the accuracy of our formulas.
Asymptotic spectral distributions of distance k-graphs of large-dimensional hypercubes
We derive the asymptotic spectral distribution of the distance k-graph of N-dimensional hypercube as N → ∞.
Asymptotics for Meixner polynomials
Asymptotics for the nth-degree Laguerre polynomial evaluated at n.
Asymptotics of polynomial solutions of a class of generalized Lamé differential equations.
Asypmptotik bei Jacobi-Polynomen und Jacobi-Funktionen.
Banach Algebra Methods in Prediction Theory.
Bergman spaces on some tube-type domains and Laguerre operators on symmetric cones.
Bi-axial Gegenbauer functions of the first and second kind
The classical orthogonal polynomials defined on intervals of the real line are related to many important branches of analysis and applied mathematics. Here a method is described to generalise this concept to polynomials defined on higher dimensional spaces using Bi-Axial Monogenic functions. The particular examples considered are Gegenbauer polynomials defined on the interval [-1,1] and the Gegenbauer functions of the second kind which are weighted Cauchy integral transforms over this interval of...
Bilateral generating functions for a new class of generalized Legendre polynomials.
Bilinear generating functions for Laguerre and Lauricella polynomials in several variables
Biorthogonalität von Polynomen.
Building some symmetric Laguerre-Hahn functionals of class two at most through the sum of symmetric functionals as pseudofunctions with a Dirac measure at origin.
Calculation of the Weights of Interpolarory Quadratures
Certain sufficiency conditions on Gaussian hypergeometric functions.