Abstract
The analytical description of -functions for two convex poly- topes is investigated. These -functions can be used for mathematical mod- elling of packing problems in the three-dimensional space. Only translations of the polytopes are considered. The approach consists of two stages. First the 0-level surface of a -function is constructed, and secondly, the surface is extended to get the -function. The method for constructing the 0-level surface is described in detail.
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