We prove the Morse relations for all geodesics connecting two non-conjugate points on a class of globally hyperbolic Lorentzian manifolds. We overcome the difficulties coming from the fact that the Morse index of every geodesic is infinite, and from the lack of the Palais-Smale condition, by using the Morse complex approach. Introduction Let M be a smooth connected manifold without boundary of ...

s of Talks T1: Large-scale functional genomics of Physcomitrella patens Jan M. Lucht , Tanja Egener , José Granado , Marie-Christine Guitton , Annette Hohe , Hauke Holtorf , Stefan A. Rensing , Katja Schlink , Julia Schulte , Gabriele Schween , Susanne Zimmermann , Elke Duwenig , Bodo Rak , and Ralf Reski 1 1 Plant Biotechnology, Freiburg University, Sonnenstrasse 5, D-79104 Freiburg/Br., Germa...

In the task of visual object categorization, semantic context can play the very important role of reducing ambiguity in objects' visual appearance. However, the majority of newly proposed object recognition models -whether generative or discriminative – only consider the intrinsic object features. In this work we introduce a novel approach to object categorization that incorporates two types of...

let $t$ be a bounded operator on the banach space $x$ and $ph$ be an analytic self-map of the unit disk $bbb{d}$‎. ‎we investigate some operator theoretic properties of‎ ‎bilateral composition operator $c_{ph‎, ‎t}‎: ‎f ri t circ f circ ph$ on the vector-valued hardy space $h^p(x)$ for $1 leq p leq‎ ‎+infty$.‎ ‎compactness and weak compactness of $c_{ph‎, ‎t}$ on $h^p(x)$‎ ‎are characterized an...

In this paper boundedness and compactness of generalized composition oper-ators from logarithmic Bloch type spaces to Q_K type spaces are investigated.

s of Invited Talks Giorgio Buttazzo, Avi Efrati, John Hooker, Claude Le Pape and

s of Invited Talks Ian Affleck UBC, Vancouver Phase Diagram of a Chain of Interacting Majorana Fermions While the interacting Dirac fermion chain is well understood, the chain of Majorana (Hermitean) fermion operators has recently been proposed as an experimentally realizable model. I will discuss its fascinating phase diagram which includes the supersymmetric tri-critical Ising point and a gen...