Gerd Teschke Berlin

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This "Cited by" count includes citations to the following articles in Scholar. Gerd Teschke Professor für Mathematik, Neubrandenburg University of Applied Sciences Verified email at hs-nb.de. Technische Universität Berlin Verified email at math.tu-berlin.de.

Chairperson of the discussion round: Gerd Ruge, former ARD correspondent in Moscow and Washington and television chief editor of the WDR (West German. Dr. Martin Bauschke, Head of the Berlin Office of "Stiftung Weltethos" Dr. Gunter Mulack, Ambassador, Representative of Auswärtiges Amt (German Ministry of. Bauschke, Joachim, Langwedel, 410.

AND GERD TESCHKE Abstract. Finding optimal representations of signals in higher dimensions, in particular directional representations, is currently the subject of intensive research. Since the classical wavelet transform does not provide precise directional information in.

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We consider linear inverse problems where the solution is assumed to fulfill some general homogeneous convex constraint. We develop an algorithm that amounts to a projected Landweber iteration and that provides and iterative approach to the solution of this inverse problem. For relatively moderate assumptions on the constraint we can always prove weak convergence of the.

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Prof. Gerd Teschke, Institute for Computational Mathematics in Science and Technology, Neubrandenburg, Berlin-Dahlem, Germany Prof. Meirong Zhang, Tsinghua University, Beijing, China Prof. Lucio Boccardo, Universita degli Studi di Roma "La Sapienza", Roma, Italy

. under general convex constraints. Ingrid Daubechies 1, , Gerd Teschke 2, and Luminita Vese 3, 7, D-14195 Berlin-Dahlem, Germany. 3. Department of. Jimin Oh-Havenith recording Bach´s Goldberg-Variations in the Jesus-Christus- Kirche at Berlin-Dahlem (Recording team: Ludger Boeckenhoff, Gerd.

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30 years after the fall of the Berlin Wall: German university directors: 59 years old, male, from the west. Gerd Teschke, Rector of Neubrandenburg University of Applied Sciences, also belongs to the illustrious circle: they are all children of the GDR, and they have all risen to top positions in reunified Germany. Krüger and Teschke.

10/15/2009  · Abstract. This paper is concerned with the generalization of the continuous shearlet transform to higher dimensions. Similar to the two-dimensional case, our approach is based on translations, anisotropic dilations and specific shear matrices.

Correspondence to: Gerd Teschke ([email protected]) for example the linear depolarization ratio (LDR), which is considerable higher for insects than for clouds (Khandwalla et al., 2003) or Doppler spectra which can have typical sig-natures for different targets or their compositions. Also the derivation of microphysical parameters (e.g., liq-

SHEARLET COORBIT SPACES AND ASSOCIATED BANACH FRAMES STEPHAN DAHLKE, GITTA KUTYNIOK, GABRIELE STEIDL, AND GERD TESCHKE Abstract. In this paper, we study the relationships of the newly developed continuous shearlet transform with the coorbit space theory. It turns out that all the conditions that are needed to

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