The interval mathematical model of optimization problem of packing of interval parallelepipeds is built. Transition is carried out to the two-criterian problem in Euclidian space. The strategy of decision, based on the use of method of optimization on the groups of variables and modified method of narrowing environs, is offered.
“Uchet pogreshnostei pri modelirovanii i Reshenii zadachi upakovki parallelepipedov”,
Information Processing Systems,