Czochralski silicon D. Macdonald, F. Rougieux, A. Cuevas, B. Lim, J. Schmidt, M. Di Sabatino, and L. J. Geerligs Department of Engineering, College of Engineering and Computer Science, The Australian National University, Canberra ACT 0200, Australia Institut für Solarenergieforschung Hameln (ISFH), Am Ohrberg 1, D-31860 Emmerthal, Germany SINTEF Materials and Chemistry, A. Getz v. 2B, 7465 Tron...

Estimates on the initial coefficients are obtained for normalized analytic functions f in the open unit disk with f and its inverse g = f−1 satisfying the conditions that zf ′(z)/f(z) and zg′(z)/g(z) are both subordinate to a starlike univalent function whose range is symmetric with respect to the real axis. Several related classes of functions are also considered, and connections to earlier kn...

A. Mennerat (correspondence), P. Perret and M. M. Lambrechts, Centre d’Ecologie Fonctionnelle et Evolutive, 1919 Route de Mende, Cedex 5, 34293 Montpellier, France. E-mail: [email protected]. S. P. Caro, Centre d’Ecologie Fonctionnelle et Evolutive and the Netherlands Institute of Ecology, P.O. Box 40, 6666 ZG Heteren, The Netherlands. P. Heeb, Laboratoire Evolution & Diversité Biolog...

Let g be a finite-dimensional complex reductive semi simple Lie algebra. We present a new calculation of the continuous cohomology of the Lie algebra zg[[z]]. In particular, we shall give an explicit formula for the Laplacian on the Lie algebra cochains, from which we can deduce that the cohomology in each dimension is a finite-dimensional representation of g which contains any irreducible repr...

Let g be a finite-dimensional complex reductive semi simple Lie algebra. We present a new calculation of the continuous cohomology of the Lie algebra zg[[z]]. In particular, we shall give an explicit formula for the Laplacian on the Lie algebra cochains, from which we can deduce that the cohomology in each dimension is a finite-dimensional representation of g which contains any irreducible repr...

Estimates on the initial coefficients are obtained for normalized analytic functions f in the open unit disk with f and its inverse g = f satisfying the conditions that zf (z)/f(z) and zg(z)/g(z) are both subordinate to a starlike univalent function whose range is symmetric with respect to the real axis. Several related classes of functions are also considered, and connections to earlier known ...

Primary aldosteronism (PA) is defined as a group of endocrine disorders in which aldosterone production is inappropriately high, relatively autonomous, and independent of the renin-angiotensin system and extracellular potassium (K ), the major normal aldosterone stimulators, and in which aldosterone secretion is not suppressed by sodium loading. Patients with PA exhibit hypertension, high plasm...

Primary aldosteronism (PA) is defined as a group of endocrine disorders in which aldosterone production is inappropriately high, relatively autonomous, and independent of the renin-angiotensin system and extracellular potassium (K ), the major normal aldosterone stimulators, and in which aldosterone secretion is not suppressed by sodium loading. Patients with PA exhibit hypertension, high plasm...

The aim of this paper is to analyze the potential of X-band SAR measurements (COSMO-SkyMed and TerraSAR-X) made over bare soils for the estimation of soil moisture and surface geometry parameters at a semi-arid site in Tunisia (North Africa). Radar signals acquired with different configurations (HH and VV polarizations, incidence angles of 26° and 36°) are statistically compared with ground mea...

I show that there exist universal constants C(r) < ∞ such that, for all loopless graphs G of maximum degree ≤ r, the zeros (real or complex) of the chromatic polynomial PG(q) lie in the disc |q| < C(r). Furthermore, C(r) ≤ 7.963907r. This result is a corollary of a more general result on the zeros of the Potts-model partition function ZG(q, {ve}) in the complex antiferromagnetic regime |1 + ve|...