The Fukuda Stepping Test and the Babinski-Weil test are clinical assessments that presumably reveal unilateral vestibular hypofunction. However, abnormal performances on both of these two tests have been found in nondisabled individuals. This study compared measures of lateral and longitudinal displacements and body rotation for both tests, as well as the within-subject variability and test-ret...

The Mumford class κ1 on Mg,0 was shown to be proportional to the cohomology class [ωWP ] of the Weil-Petersson form by Wolpert in [WO]. Furthermore he showed that the restriction of this class to any component of the compactyfying divisor coincides with the corresponding Weil-Petersson class. Arbarello and Cornalba introduced classes κ1 on Mg,n, proved a similar restriction property for these a...

We study the large-scale geometry of Weil-Petersson space, that is, Teichmüller space equipped with the Weil-Petersson metric. We show that this admits a natural coarse median structure of a specific rank. Given that this is equal to the maximal dimension of a quasi-isometrically embedded euclidean space, we recover a result of Eskin Masur and Rafi which gives the coarse rank of the space. We g...

— In this paper we show that the invariant polynomial ring of the associated Clifford-Weil group can be embedded into the ring of Jacobi modular forms over the totally real field, so, therefore, that of Hilbert modular forms over the totally real field. Résumé (Anneau des invariants du groupe de Clifford-Weil, et forme de Jacobi sur un corps totallement réel) Dans cet article nous démontrons qu...

Weil construyó inteligibilidad mediante una escritura que desenraiza el pensamiento de conceptos habituales. Sus reflexiones sobre la fuerza indican solo leemos sensaciones mundo nos ofrece nuestro cuerpo resultará determinante para propiciar transposiciones semánticas modifiquen lo ser humano lee en realidad. De aquí alcance político cuerpos y discursos conversación transversal las institucion...

We say a lattice Λ is rigid if it its isometry group acts irreducibly on its ambient Euclidean space. We say Λ is Mordell-Weil if there exists an abelian variety A over a number field K such that A(K)/A(K)tor, regarded as a lattice by means of its height pairing, contains at least one copy of Λ. We prove that every rigid lattice is Mordell-Weil. In particular, we show that the Leech lattice can...

The Weil sum WK,d(a) = ∑ x∈K ψ(x d + ax) where K is a finite field, ψ is an additive character of K, d is coprime to |K|, and a ∈ K arises often in number-theoretic calculations, and in applications to finite geometry, cryptography, digital sequence design, and coding theory. Researchers are especially interested in the case where WK,d(a) assumes three distinct values as a runs through K. A Gal...

1 Takeda GmbH, Zurich, Switzerland 2 IEMS, University of Lausanne, Switzerland 3 MArS Market Access & Pricing Strategy GmbH, Weil am Rhein, Germany 4 State University Baden Wuerttemberg, Loerach, Germany 5 Riedlingen University, SRH FernHochschule, Riedlingen, Germany Corresponding author: Dr. Stefan Walzer MArS Market Access & Pricing Strategy GmbH Geffelbachstr. 6 79576 Weil am Rhein Germany ...

Title: Information Ethics – A Position Paper The paper describes some of the main ethical challenges of information society as currently discussed within the framework of the World Summit on the Information Society. It addresses the question of ‘what is information ethics?’ under a twofold perspective. In a large sense information ethics is said to deal with ethical questions related to all kin...