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.
Georg Pick - pražský matematický kolega Alberta Einsteina
Gewichtete Räume stetiger vektorwertiger Funktionen und das injektive Tensorprodukt. II.
Gleichverteilung und das Konvergenzverhalten von Potenzreihen am Rande des Konvergenzkreises.
Global geometric aspects of Riemann-Hilbert problems.
Goluzin's extension of the Schwarz-Pick inequality.
Good metric spaces without good parameterizations.
A classical problem in geometric topology is to recognize when a topological space is a topological manifold. This paper addresses the question of when a metric space admits a quasisymmetric parametrization by providing examples of spaces with many Eucledian-like properties which are nonetheless substantially different from Euclidean geometry. These examples are geometrically self-similar versions of classical topologically self-similar examples from geometric topology, and they can be realized...
Good-irreducible inner functions on a polydisc
An explicit formula is developed for Nevanlinna class functions whose behaviour at the boundary is “sufficiently rational” and is then used to deduce the uniqueness of the factorization of such inner functions. A generalization of a theorem of Frostman is given and the above results are then applied to the construction of good and/or irreducible inner functions on a polydisc.
Graphs and functional equations.
Green functions for killed random walks in the Weyl chamber of Sp(4)
We consider a family of random walks killed at the boundary of the Weyl chamber of the dual of Sp(4), which in addition satisfies the following property: for any n ≥ 3, there is in this family a walk associated with a reflection group of order 2n. Moreover, the case n = 4 corresponds to a process which appears naturally by studying quantum random walks on the dual of Sp(4). For all the processes belonging to this family, we find the exact asymptotic of the Green functions along all infinite paths...