Geodesic cycles and the Weil representation I ; quotients of hyperbolic space and Siegel modular forms
Geodesics on Riemann surfaces with ramification points of order greater than two.
Geometric and approximation properties of some singular integrals in the unit disk.
Geometric characterization for affine mappings and Teichmüller mappings
We characterize affine mappings on the unit disk and on rectangles by module conditions. The main result generalizes the classic Schwarz lemma. As an application, we give a sufficient condition for a K-quasiconformal mapping on a Riemann surface to be a Teichmüller mapping.
Geometric characterization for homeomorphisms between disks
We give some characterizations for certain homeomorphisms between disks in the complex plane, and we prove some Schwarz type theorems for such homeomorphisms. Our results replace the main result of Chen [Studia Math. 157 (2003)] which we show to be false.
Geometric characterization of hyperelliptic Riemann surfaces.
Geometric finiteness and uniqueness for Kleinian groups with circle packing limit sets.
Geometric intersection numbers on a five-punctured sphere.
Geometric properties of composition operators belonging to Schatten classes.
Geometric properties of solutions to the anisotropic -Laplace equation in dimension two.
Geometric properties of Wright function
In the present paper, we investigate certain geometric properties and inequalities for the Wright function and mention a few important consequences of our main results. A nonlinear differential equation involving the Wright function is also investigated.
Geometric Realizations for Dyck's Regular Map on a Surface of Genus 3.
Geometric rigidity of conformal matrices
We provide a geometric rigidity estimate à la Friesecke-James-Müller for conformal matrices. Namely, we replace by an arbitrary compact set of conformal matrices, bounded away from and invariant under , and rigid motions by Möbius transformations.
Geometric uniformization in genus 2.
Geometrical properties of a family of compactifications.
Géométrie des polynômes. Coût global moyen de la méthode de Newton
Geometrische Eigenschaften der Lösungen der Differentialgleichung (1-zz)2wzz - n(n + 1) w= 0.
Geometrisch-funktionentheoretische Lösung eines Extremalproblems der konformen Abbildung. III.
Geometry of Free Products.
Geometry of the locus of polynomials of degree 4 with iterative roots
We study polynomial iterative roots of polynomials and describe the locus of complex polynomials of degree 4 admitting a polynomial iterative square root.