Continued Fractions and Orthogonal Functions: Theory and Applications.

Abstract

Discrete distribution functions for log-normal moments, Catherine M. Bonan-Hamada et al recurrence relations for orthogonal functions, A. Bultheel et al orthogonal Laurent polynomials on the red line, Lyle Cochrane and S. Clement-Cooper separate convergence for log-normal modified S-Fractions, S. Clement Cooper et al best truncation error bounds for continued fractions, C.Craviotto et al sequences of linear fractional transformations and reverse continued fractions, John Gill an alternative way of using Szego polynomials in frequency analysis, William B. Jones asymptotics of zeros of orthogonal and para-orthogonal Szego polynomials in frequency analysis, William B. Jones continued fractions and interacted function systems, Johan Karlsson and Hans Wallin strip convergence regions for continued fractions, L.J. Lange continued fraction representations for functions related to the gamma function, L.J. Lange a convergence property for sequences of linear fractional transformations, Lisa Lorentzen circular twin value sets for continued fractions and how they imply convergence, Lisa Lorentzen a Szego quadrature formula arising from q-starlike functions, Frode Ronning truncation error for L.F.T. algorithms {Tn(w)}, W.J. Thron a limit theorem in frequency analysis, Haakon Waadeland.