International Conference «Mathematical and Information Technologies, MIT-2016»

## Lempert A. Kazakov A.## Congruent Circles Packing into a Multi-connected Domain with Non-Euclidean Metric and its Applications in Logistics## Reporter: Lempert A.
The optimal packing problem of equal circles (2-D spheres) in a bounded set in a two-dimensional metric space is considered. The circle packing problem is to find an arrangement in which the circles fill as large a proportion of the space as possible. In the case where the space is Euclidean this problem is well known, but the case of non-Euclidean metrics is studied much worse. However there are some applied problems, which lead us to use other special non-Euclidean metrics. For instance such statements appear in the logistics when we need to locate a To reports list |