Fonctions Entières Prenant des Valeurs Presque Entières aux Points d'une Progression Géométrique.
Fonctions entières sur un corps valué non archimédien
Fonctions Généralisées et Analyse Non Standard.
Fonctions presque holomorphes
Forcing sequences of positive integers
Forma de estrella y convexidad de funciones multivaluadas involucradas en ciertas desigualdades.
In the present paper, a theorem for the starlikeness and convexity of multivalent functions involving certain inequalities is given. Some interesting consequences of the main result are also mentioned.
Formes automorphes associées aux cycles géodésiques des surfaces de Riemann hyperboliques
Formes linéaires -adiques
Formules de Jensen en plusieurs variables et applications arithmétiques
Formules d'interpolation et théorèmes d'unicité pour des fonctions harmoniques de type exponentiel
Formules intégrales pour les formes différentielles de type dans les variétés de Stein
Four different unknown functions satisfying the triangle mean value property for harmonic polynomials, II
Fourier coefficients of the resolvent for a Fuchsian group.
Fractalidad extrema e indeterminación clásica en sistemas dinámicos.
Fractals and the base eigenvalue of the Laplacian on certain noncompact surfaces.
Fractional calculus and -valently starlike functions.
Fractional calculus and some properties of Sălăgean-type -starlike functions with negative coefficients.
Fractional derivatives of Bloch type functions.
Fractional Hajłasz-Morrey-Sobolev spaces on quasi-metric measure spaces
In this article, via fractional Hajłasz gradients, the authors introduce a class of fractional Hajłasz-Morrey-Sobolev spaces, and investigate the relations among these spaces, (grand) Morrey-Triebel-Lizorkin spaces and Triebel-Lizorkin-type spaces on both Euclidean spaces and RD-spaces.
Fractional iteration in the disk algebra: prime ends and composition operators.
In this paper we characterize the semigroups of analytic functions in the unit disk which lead to semigroups of operators in the disk algebra. These characterizations involve analytic as well as geometric aspects of the iterates and they are strongly related to the classical theorem of Carathéodory about local connection and boundary behaviour of univalent functions.