The problem of distribution of the given global resource of the system under the constraints,imposed on individual resources is considered. It is shown, that the problem lies in constructing anadequate objective function for optimization of the resources distribution under their limitations. Forsolving the considered problem, the multicriteria optimization approach is undertaken with the nonlineartrade-off scheme. The proposed nonlinear compromise scheme has the property to adapt to thesituation of multicriteria decision-making. The adaptation to the situation of a nonlinear scheme iscarried out continuously, while the traditional selection of compromise schemes is done discretely thatadds to subjective errors the errors, associated with the quantization compromise schemes. Modelexamples are given.
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