Jacobi-Sobolev orthogonal polynomials: asymptotics for -coherence of measures.
Jacobi-weighted orthogonal polynomials on triangular domains.
Jordan-type inequalities for generalized Bessel functions.
-Bessel functions associated to a 3-rank Jordan algebra.
-Bessel functions in two variables.
Kashaev's conjecture and the Chern-Simons invariants of knots and links.
Kernel functions for difference operators of Ruijsenaars type and their applications.
K-finite Whittaker functions are of finite order one
We prove a finite order one type estimate for the Whittaker function attached to a K-finite section of a principle series representation of a real or complex Chevalley group. Effective computations are made using convexity in ℂⁿ, following the original paper of Jacquet. As an application, we give a simplified proof of the known result of the boundedness in vertical strips of certain automorphic L-functions, using a result of Müller.
Kloosterman sums and monodromy of a -adic hypergeometric equation
Kostka-Foulkes polynomials for symmetrizable Kac-Moody algebras.
Krätzel Function as a Function of Hypergeometric Type
2000 Mathematics Subject Classification: 33C60, 33C20, 44A15The paper is devoted to the study of the function Zνρ(x) defined for positive x > 0, real ρ ∈ R and complex ν ∈ C, being such that Re(ν) < 0 for ρ ≤ 0, [...] Such a function was earlier investigated for ρ > 0. Using the Mellin transform of Zνρ(x), we establish its representations in terms of the H-function and extend this function from positive x > 0 to complex z. The results obtained, being different for ρ > 0 and ρ <...
La fonction hypergéométrique [Book]
La multiplication d'une forme linéaire par une fraction rationnelle. Application aux formes de Laguerre-Hahn
Laguerre polynomials with four parameters
Laguerre series and the Cauchy integral representation
Laguerre-type Bell polynomials.
Laguerre-type exponentials, and the relevant -circular and -hyperbolic functions.
Landau and Kolmogoroff type polynomial inequalities.
Laplace transform pairs of N-dimensions.
Laplace transform pairs of N-dimensions and second order linear partial differential equations with constant coefficients.