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Group-theoretic approach to intractable problems

  • V. Ya. Kreinovich
Conference paper
Part of the Lecture Notes in Computer Science book series (LNCS, volume 417)

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References

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    Avdoshin S.M., Belov V.V.: Maslov V.P. Mathematical aspects of synthese of computing media. Moscow Inst. of Electronic Machine-building, Moscow, (1984), 124 pp. (in Russian)Google Scholar
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    Kreinovich V.Ya.: Foundations of the S.Yu. Maslov's iterative operator. Abstracts of the III All-Union conference "Applications of Mathematical Logic", Tallinn, (1983), p.80–81 (in Russian)Google Scholar
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    Kreinovich V.Ya.: On a general approach to describing uncertainties in measurements. Abstracts of the III All-Union conference on theoretical metrology. Leningrad Metrological Institute, (1986) p.187–188 (in Russian)Google Scholar
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    Kreinovich V.Ya., Kozlenko V.Ya. Optimization in case of uncertain optimality criteria. In: Abstracts of the IV All-Union conference "Applications of Mathematical Logic", Tallinn, (1986) p. 126–128 (in Russian)Google Scholar
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    Kreinovich V.Ya., Reznik L.K.: Methods and models of formalizing apriori information in measuring procedures. Analysis and Formalization of Measuring Experiment. A volume in Proceedings of the USSR Mendelejev Metrological Institute, (1986), p. 37–41 (in Russian)Google Scholar
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    Kreinovich V.Ya.: Semantics of iterative Maslov's method. Problems of Cybernetics, 131(1987), p.30–62 (in Russian)Google Scholar
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    Maslov S.Yu.: Deductive systems theory and its applications. MIT press, (1987) (translated from Russian)Google Scholar

Copyright information

© Springer-Verlag Berlin Heidelberg 1990

Authors and Affiliations

  • V. Ya. Kreinovich
    • 1
  1. 1.All-Union Research Institute on Electromeasuring Devices (VNIIEP)Leningrad 297USSR

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