Titlebook: Interdisziplinäre Aspekte der Energiewirtschaft; Carl Christian von Weizsäcker,Dietmar Lindenberger Book 2016 Springer Fachmedien Wiesbade

OGLE

ch on the triangular grid. The shapes of the disks in the latter case have a great variability. In this paper, the inequalities satisfied by the elements of a disk are analyzed if their Chvátal rank is 1. The most popular coordinate system of the triangular grid uses three coordinates. Individual bo

Preserve

Hubertus Bardt,Judith Niehues-sums along each of the . directions. Maximal .-ghosts contain . elements: the number of . elements can double . times, once for each of the . directions. Here we construct maximal .-ghosts that cover a large area of their bounding array. By maximising the number of unrecoverable ghosted pixels, we

GLADE

Andrea Klinglmair,Markus Gilbert Bliemem, and then by shifting the obtained structure along the fourth one..Furthermore, we stress the role that the horizontal and the vertical directions have in preserving the .-convexity property. This is pointed out by showing that these often appear in the 4-tuples of directions that allow uniquenes

跳脱衣舞的人

Manuel Frondel,Christoph M. Schmidt,Nils aus dem Moore-sums along each of the . directions. Maximal .-ghosts contain . elements: the number of . elements can double . times, once for each of the . directions. Here we construct maximal .-ghosts that cover a large area of their bounding array. By maximising the number of unrecoverable ghosted pixels, we

deface

Erik Gawel,Sebastian Strunz,Paul Lehmannting in original definitions for discrete objects (lines, planes, circles...).Work independently done since that time by digital geometers produced many results but, also, the need for new tools as one to treat ...We will briefly explain why mathematicians can be interested in Non Standard Analysis

inhibit

Peter Drasdo,Michael Karasz,Andrej Pustisekquickly (in linear time). In previous works we have characterized the shape of the region of uniqueness (ROU) for any pair of directions. In this paper we show that the results can be extended to special sets of three directions, by splitting them in three different pairs. Moreover, we show that suc

acrophobia

Expertise

Michael Mai,Thorsten Gebhardt,Fabian Wahl,Julius Dann,Eberhard Jochemquickly (in linear time). In previous works we have characterized the shape of the region of uniqueness (ROU) for any pair of directions. In this paper we show that the results can be extended to special sets of three directions, by splitting them in three different pairs. Moreover, we show that suc

Hot-Flash

carotid-bruit

Hubertus Bardt,Esther Chrischilles,Christian Growitsch,Simeon Hagspiel,Lisa Schauppoblem under a tomographical perspective by adapting an already known reconstruction algorithm that has been defined for regular .-uniform degree sequences to the proposed instances, providing efficiency to the sufficient condition. Furthermore, we extend the set of .-uniform degree sequences whose g