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  5. Mathematical modeling and solving of some multicriteria parallelepiped packing problems

Mathematical modeling and solving of some multicriteria parallelepiped packing problems

I.V. Grebennik, A.V. Baranov
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The work is devoted to the multicriteria problem of parallelepiped packing. The next criteria are used: minimization of the occupied part of the staging area and the sustainability of the area - the deviation of the weight center of the system from the predetermined point in the area. The methods of solving of the problem are proposed. Computing experiments are performed.
Keywords: multicriterion optimization, method of branches and scopes, mathematical design, Ф-function, packing