Some sufficient conditions for univalence and starlikeness
Some theorems on generalized polars with arbitrary weight.
Some theorems on subordination by univalent functions
Some topological and geometric properties of pseudozero set.
Some univalent compositions of polynomials with univalent functions
Abstract. Let S denote the family of functions f, holomorphic and univalent in the open unit disk U, and normalized by f(0) = 0, f'(0) = 1.
Sous-ensembles de courbes Ahlfors-régulières et nombres de Jones.
We prove that an Ahlfors-regular set (with dimension one) E ⊂ Rn which verifies a βq-version of P. W. Jones' geometric lemma is included in an Ahlfors-regular curve Γ.This theorem is due to G. David and S. Semmes, we give a more direct proof.
Spatial decay estimates for a class of nonlinear damped hyperbolic equations.
Special arithmetic and geometric means preserve ...-like univalence
Special classes of univalent functions with missing coefficients and integral transforms.
Spiral functions with finite sets of asypmtotic values.
Spiral like integral operators.
Spirallike mappings and univalent subordination chains in
In this paper we consider non-normalized univalent subordination chains and the connection with the Loewner differential equation on the unit ball in . To this end, we study the most general form of the initial value problem for the transition mapping, and prove the existence and uniqueness of solutions. Also we introduce the notion of generalized spirallikeness with respect to a measurable matrix-valued mapping, and investigate this notion from the point of view of non-normalized univalent subordination...
Square-root families for the simultaneous approximation of polynomial multiple zeros.
Squeezing the Sierpinski sponge
We give an example relating to the regularity properties of mappings with finite distortion. This example suggests conditions to be imposed on the distortion function in order to avoid "cavitation in measure".
Stabilität konformer Verheftung.
Stability and Convergence Properties of Bergmann Kernel Methods for Numerical Conformal Mapping.
Stability in the Cauchy and Morera theorems for holomorphic functions and their spatial analogs.
Stability of classes of affine mappings.
Stability of mappings with bounded distortion in the Sobolev norm on the John domains of Heisenberg groups.
Stability of mappings with bounded distortion on a Heisenberg group.