Hermeneutik der frühchristlichen Wundererzählungen : geschichtliche, literarische und rezeptionsorientierte Perspektiven

Der vorliegende Sammelband zur Hermeneutik der frühchristlichen Wundererzählungen bündelt den aktuellen Forschungsstand und führt die Diskussion weiter. Neben der Erörterung von Grundfragen werden die frühchristlichen Wundergeschichten vor dem Hintergrund ihres antiken Umfelds beleuchtet. Dabei kommen auch religionsgeschichtliche Aspekte (Wunder im Kaiserkult; Verhältnis der frühchristlichen Wundergeschichten zur hellenistischen Medizin; Beziehung Jesu zu anderen Wundertätern der Antike) in den Blick. Es schließen sich Erwägungen zur sprachlichen Gestalt, narratologischen Struktur und literarischen Form der Wundergeschichten an. Den Abschluss bildet eine Reihe von Beiträgen, die sich gezielt mit der Gegenwartsbedeutung der frühchristlichen Wundergeschichten beschäftigen. Neben tiefenpsychologischen, feministischen und kulturanthropologischen Zugängen kommt dabei auch die Bedeutung der Wundergeschichten für die Praxisfelder Schule und Diakonie zur Sprache

Localizing Vector Field Topology

The topology of vector fields offers a well known way to show a ''condensed'' view of the stream line behavior or a vector field. The global structure of a field can be shown without time-consuming user interaction. With regard to large data visualization, one encounters a major drawback: the necessity to analyze a whole data set, even when interested in only a small region. We show that one can localize the topology concept by including the boundary in the topology analysis. The idea is demonstrated for a turbulent swirling jet simulation example. Our concept works for all planar, piecewise analytic vector fields on bounded domains

Visualizing Local Vector Field Topology

The topology of vector fields offers a well known way to show a condensed view of the stream line behavior of a vector field. The global structure of a field can be shown without time-consuming user interaction. With regard to large data visualization, one encounters a major drawback: the necessity to analyze a whole data set, even when interested in only a small region. We show that one can localize the topology concept by including the boundary in the topology analysis. The idea is demonstrated for a turbulent swirling jet simulation example. Our concept works for all planar, piecewise analytic vector fields on bounded domains

Visualizing local vector field topology

Abstract The topology of vector fields offers a well known way to show a “condensed” view of the stream line behavior of a vector field. The global structure of a field can be shown without time-consuming user interaction. With regard to large data visualization, one encounters a major drawback: the necessity to analyze a whole data set, even when interested in only a small region. We show that one can localize the topology concept by including the boundary in the topology analysis. The idea is demonstrated for a turbulent swirling jet simulation example. Our concept works for all planar, piecewise analytic vector fields on bounded domains

Synthesis and Combined Experimental and Theoretical Characterization of Dihydro-tetraaza-acenes

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