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- Arnaud Devéze, Laurence Bernard-Demanze, Frederico Andrade Xavier, J. -P. Lavieille, Maya Elzière
- Neurophysiologie Clinique/Clinical…
- 2014

The aim of this review is to present the current knowledge of the mechanisms underlying the vestibular compensation and demonstrating how the vestibular rehabilitation is conducted to help the… (More)

Abstract.We give sharp conditions on a local biholomorphism
$F:X \to \mathbb{C}^n $ which ensure global injectivity. For n ≥ 2, such a map is injective if, for each complex line
$l \subset… (More)

Let $f$ be $C^2$ real-valued function defined near $0$ in $\Bbb R^2$, $ {\partial^2 f \over {\partial {\overline z}^2}} \neq 0$ for $z\ne 0$. Motivated by the Carath\'eodory conjecture in… (More)

- Frederico Andrade Xavier, Ningning Zhang Ningning Zhang, +6 authors Andrea Doria
- 2012

Evaluation of joints using sensitive non-invasive tools is important for diagnosis and follow-up of hemophilic patients who are continuously at risk of development and/or progression of arthropathy.… (More)

The family of all smooth foliations F on an open set Ω⊂R2≅C is naturally parameterized by all smooth maps X:Ω→S1={z∈C:|z|=1}, in the sense that the values ±X(p) determine the tangent line to the leaf… (More)

Let f : D ! C be a holomorphic function which extends continuously to the closed unit disc D C , H 1 the one-dimensional Hausdorr measure. It is said that f exhibits innnite compression (expansion)… (More)

The Bieberbach estimate, a pivotal result in the classical theory of univalent functions, states that any injective holomorphic function f on the open unit disc D satisfies |f ′′(0)| ≤ 4|f ′(0)|. We… (More)

The structure of the group Aut(ℂn) of biholomorphisms of ℂn is largely unknown if n > 1. In stark contrast Aut(ℂ) is rather small, consisting of the non-constant affine linear maps. The description… (More)