Some classes of meromorphic functions.
Some classical function theory theorems and their modern versions
On étudie les relations entre les valeurs d’adhérence fine en un point-frontière et les valeurs d’adhérence le long de la normale en ce point pour les fonctions sousharmoniques et les fonctions méromorphes dans un demi-plan. Des théorèmes classiques de limite à la frontière et des généralisations sont ainsi obtenues par des méthodes de théorie de potentiel. Une étude de ce genre des valeurs d’adhérence en un point singulier isolé fournit une version en topologie fine du théorème de Casorati-Weierstrass....
Some Coefficient Estimates for Polynomials on the Unit Interval
2000 Mathematics Subject Classification: 26C05, 26C10, 30A12, 30D15, 42A05, 42C05.In this paper we present some inequalities about the moduli of the coefficients of polynomials of the form f (x) : = еn = 0nan xn, where a0, ј, an О C. They can be seen as generalizations, refinements or analogues of the famous inequality of P. L. Chebyshev, according to which |an| Ј 2n-1 if | еn = 0n an xn | Ј 1 for -1 Ј x Ј 1.
Some conditions on Douglas algebras that imply the invariance of the minimal envelope map.
Some continuum phenomena and quasiconformal mappings
Some Convexity and Convolution Theorems for Analytic Functions.
Some convexity properties for a general integral operator.
Some counterexamples in dynamics of rational semigroups.
Some criteria for univalence of certain integral operators.
Some Curves in Abelian Varieties.
Some differential operators connected with quasiconformal deformations on manifold
Some distortion inequalities associated with the fractional derivatives of analytic and univalent functions.
Some Distortion Theorems for Starlike Harmonic Functions
MSC 2010: 30C55, 30C45Distortion and growth theorems are obtained.
Some estimates of the integral .
Some Estimates of the Integral
Some examples of discrete groups and hyperbolic orbifolds of infinite volume.
Some Examples of Power Series with Non-Hadamard Gaps.
Some extensions of sufficient conditions for univalence of an integral operator on the classes and .
Some extremal problems for certain families of analytic functions I
Some Extremal Problems for Functions Univalent in an Annulus.