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Compaction - A Soliton with Compact Support

1994
Compacton is a soliton with a compact support. Nonlinear dispersion plays a crucial role in its formation The simplest model to see nonlinear dispersion, in action is given by a KdV-like equation, the K(m, n); u t + (u m ) x + (u n ) xxx = 0, m, n > 1. The compactons are solitary wave solutions of these equations.
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Compaction on the Torus.

1988
A compacter takes as input a VLSI layout and produces as output an equivalent layout of smaller area. An effective compaction system frees the designer from the details of the design rules, and hence, increases his or her productivity and on the other hand produces high quality layouts. A general framework for compaction on a torus is introduced.
Mehlhorn, K., RĂ¼lling, W.
openaire   +4 more sources

Compact compact

Journal of Chemical Education, 1977
openaire   +1 more source

Compact compact

Journal of Chemical Education, 1976
openaire   +1 more source

Compact Compacts: Models

Journal of Chemical Education, 1978
John T. Moore, Fred H. Greenberg
openaire   +1 more source

The shape compactness of urban footprints

Progress in Planning, 2020
Shlomo Angel
exaly  

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