Laguerre-like methods with corrections for the inclusion of polynomial zeros.
Laguerre-type exponentials, and the relevant -circular and -hyperbolic functions.
Landau's theorem for p-harmonic mappings in several variables
A 2p-times continuously differentiable complex-valued function f = u + iv in a domain D ⊆ ℂ is p-harmonic if f satisfies the p-harmonic equation , where p (≥ 1) is a positive integer and Δ represents the complex Laplacian operator. If Ω ⊂ ℂⁿ is a domain, then a function is said to be p-harmonic in Ω if each component function (i∈ 1,...,m) of is p-harmonic with respect to each variable separately. In this paper, we prove Landau and Bloch’s theorem for a class of p-harmonic mappings f from...
Laplace transform representations and Paley-Wiener theorems for functions on vertical strips.
Laplace ultradistributions on a half line and a strong quasi-analyticity principle
Several representations of the space of Laplace ultradistributions supported by a half line are given. A strong version of the quasi-analyticity principle of Phragmén-Lindelöf type is derived.
L’arbre d’un quasi connexe : un invariant conforme -adique
Large values of Dirichlet polynomials II
Large values of Dirichlet polynomials, III
Latent roots of lambda-matrices, Kronecker sums and matricial norms
Kronecker sums and matricial norms are used in order to give a method for determining upper bounds for where is a latent root of a lambda-matrix. In particular, upper bounds for are obtained where is a zero of a polynomial with complex coefficients. The result is compared with other known bounds for .
Laurent Expansion of Dirichlet Series-II.
Laurent expansions for certain functions defined by Dirichlet series.
Le point de vue complexiforme
Le produit d'Hadamard des deux fonctions reelles typiques
Le produit d'Hadamard d'une fonction réelle typique et d'une fonction à partie réelle positive
Le symbole modéré
Le théorème de Torelli pour les intersections de trois quadriques.
Leafwise hyperbolicity; a correction.
Leafwise hyperbolicity of proper foliations.
Least squares approximations of power series.
Lebesgue measure and mappings of the Sobolev class
We present a survey of the Lusin condition (N) for -Sobolev mappings defined in a domain G of . Applications to the boundary behavior of conformal mappings are discussed.