In this paper, we discuss the Unruh state for a free scalar quantum field on Kerr-de Sitter under the assumption of mode stability. We summarise the proof of its Hadamard property that was previously given in [C.Klein, Annales Henri Poincaré 24 (202...
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We extend the bootstrap multiscale analysis developed by Germinet and Klein to the multi-particle continuous Anderson Hamiltonian, obtaining Anderson localization with finite multiplicity of eigenvalues, decay of eigenfunction correlations, and a str...
We extend the bootstrap multi-scale analysis developed by Germinet and Klein to the multi-particle Anderson model, obtaining Anderson localization, dynamical localization, and decay of eigenfunction correlations....
accessories and shoes, home furnishings, perfume/cosmetics, eyewear, jewelry and watches in the mid-price segment. Its high-end runway fashion division, which
Core-particle coupling models are made viable by assuming that core properties such as matrix elements of multipole and pairing operators and excitation spectra are known independently. From the completeness relation, it is seen, however, that thes...
It's so strange to see people praising this model with the amount of errors it makes (unless I'm using the wrong version - 9B distilled Q8?). It can't draw people correctly most of the time. It feels ...
Zena is genoemd naar onze stoere, bad-ass oprichtster die vaak werd vergeleken met Xena, The Warrior Princess. Een klein spelfoutje bij de KBO zorgde ervoor dat Zena Vuurwerk geboren werd.
In earlier work, we had shown that Cannon-Thurston maps exist for Kleinian punctured surface groups without accidental parabolics. In this note we prove that pre-images of points are precisely end-points of leaves of the ending lamination whenever...
We show that Cannon-Thurston maps exist for degenerate free groups without parabolics, i.e. for handlebody groups. Combining these techniques with earlier work proving the existence of Cannon-Thurston maps for surface groups, we show that Cannon-Thur...
In earlier work, we had shown that Cannon-Thurston maps exist for Kleinian surface groups. In this paper we prove that pre-images of points are precisely end-points of leaves of the ending lamination whenever the Cannon-Thurston map is not one-to-one...
The Cannon Conjecture from the geometric group theory asserts that a word hyperbolic group that acts effectively on its boundary, and whose boundary is homeomorphic to the 2-sphere, is isomorphic to a Kleinian group. We prove the following Criterion...
Detailhandel of kleinhandel is het leveren van fysieke goederen voor persoonlijk gebruik aan de consument. Het is een sector die bestaat uit verschillende branches (zoals de …
Again not from the Met Gala, for that is a bigger undertaking. 1. Jennifer Aniston in Oscar de la Renta PS25 that took 800 hours to embroider. 2. Lupita Nyong’o in Calvin Klein embellished with ...
As currently understood since its discovery, the bare Klein-Gordon theory consists of negative quantum probabilities which are considered to be physically meaningless if not outright obsolete. Despite this annoying setback, these negative probabiliti...
This is the third paper in a series outlining an algorithm to construct finite states of quantum gravity in Ashtekar variables. In this paper we treat the case of the Klein--Gordon field quantized with gravity on the same footing. We address the fu...
Carolyn Bessette didn't say yes when John F. Kennedy Jr. first proposed to her. She didn't say no, either. But, remarkably, the 29-year-old Calvin Klein publicist, who had been dating the eligible ...
We consider the Klein-Gordon equation on a star-shaped network composed of n half-axes connected at their origins. We add a potential which is constant but different on each branch. The corresponding spatial operator is self-adjoint and we state expl...
One-dimensional scattering of a wave packet of a relativistic fermion under a temporally oscillating electric field superimposed on a potential step is discussed by using the Furry-picture perturbation theory, where the oscillating electric field is...
于视频设计与编辑爱好者而言，Vimeo 实乃极具吸引力之网站。 Vimeo的主要用途是什么？ Vimeo 是一家总部设于美国的网站，现正与 YouTube 激烈竞争。 它由 Zach Klein 和 Jake Lodwick 于 2004 年 …