Polynomes Orthogonaux et Applications

orthogonales.- Zeros extrêmaux de polynômes orthogonaux.- Polynomes de bernstein modifies sur un simplexe T de ? l probleme des moments.- On the size of some trigonometric polynomials.- Survey on multipoint Padé approximation to Markov type meromorphic functions and asymptotic properties of the orthogonal polynomials generated by them.- Une relation entre les series de Jacobi et l'approximation de Pade.- On the divergence of certain Pade approximant and the behaviour of the associated orthogonal polynomials.- Lagrangian differentiation, Gauss-Jacobi integration, and Sturm-Liouville eigenvalue problems.- Construction and properties of two sequences of orthogonal polynomials and the infinitely many, recursively generated sequences of associated orthogonal polynomials, directly related to Mathieu's differential equation and functions - Part I -.- Semi-classical orthogonal polynomials.- A proof of Freud's conjecture about the orthogonal polynomials related to |x|?exp(?x2m), for integer m..- Some remarks on a result of Laguerre concerning continued fraction solutions of first order linear differential equations.- Asymptotic expansion of Jacobi polynomials.- Representation theorems for solutions of the heat equation and a new method for obtaining expansions in Laguerre and hermite polynomials.- On a mixed one step/Chebyshev pseudospectral technique for the integration of parabolic problems using finite element preconditioning.- Two points Pade type approximants for Stieltjes functions.- Near-minimax approximation and telescoping procedures based on Laguerre and Hermite polynomials.- Application des polynomes orthogonaux de Laguerre a l'identification des systemes non-lineaires.- On figures generated by normalized Tau approximation error curves.- Gauss-like integration with preassigned nodes and analytic extensions of continued fractions.- Orthogonal polynomials and the partial realization problem.- A class of polynomials related to those of Laguerre.- Numerical inversion of the Laplace transform by the use of Pollaczek polynomials.- Coefficients de correlation d'ordre (I,J) et variances d'ordre I.- Generalized-moments: Application to solid-state physics.- The Kustaanheimo-Stiefel transformation and certain special functions.- A non-classical, orthogonal polynomial family.- On the laguerre series distribution.- Laguerre and computerized tomography: Consistency conditions and stability of the radon transform.- Some results on spectral theory over networks, applied to nerve impulse transmission.- Radar/Sonar detection and Laguerre functions.- Note on two identities mentioned by professor Dr. W. Schempp near the end of the presentation of his paper.- The equation of motion of an expanding sphere in potential flow.- Problems.