PREFERENCES DISTRIBUTIONS DENSITIES FOR A COMMON CONTINUOUS ALTERNATIVE

  • A. V. Goncharenko
Keywords: dangerous goods, harmful substances, ballast operations, operational effectiveness, optimal control, subjective entropy maximum principle, variational problem, Euler-Lagrange equation, preferences distribution density

Abstract

The article reveals an attempt to solve a problem of optimal control over the situation of multialternativeness and proneness to conflict of operational modes. Due to the research, a new approach discloses a scientific explanation and prognosis of the optimal ways of marine vessels operation and control adjusting the environmental protection support on the basis of the subjective entropy maximum principle. The attempt was made in application to the ballast water treatment. The author obtained preferences distributions densities for a common continuous alternative on the basis of a special kind
functional with the effectiveness function set in a logical condition.

References

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Published
2014-12-26