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On the Stability of Families of Dynamical Systems

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REFERENCES

  1. Korovin, S.K. and Bobylev, N.A., Dokl. RAN, 2001, vol. 379, no.1, pp. 27-31.

    Google Scholar 

  2. Lur'e, A.I., Nekotorye nelineinye zadachi teorii avtomaticheskogo regulirovaniya (Some Nonlinear Problems of Automated Regulation Theory), Moscow, 1959.

  3. Aizerman, M.A. and Gantmakher, F.R., Absolyutnaya ustoichivost' nelineinykh reguliruemykh system (Absolute Stability of Nonlinear Regulated Systems), Moscow, 1963.

  4. Popov, V.M., Giperustoichivost' avtomaticheskikh sistem (Hyperstability of Automatic Systems), Moscow, 1970.

  5. Emel'yanov, S.V., Sistemy avtomaticheskogo regulirovaniya s peremennoi strukturoi (Automated Regulation Systems with a Variable Structure), Moscow, 1967.

  6. Emel'yanov, S.V. and Korovin, S.K., Novye tipy obratnoi svyazi (New Types of Feedback), Moscow, 1997.

  7. Pyatnitskii, E.S., Avtomat. Telemekh., 1968, no. 6, pp. 5-36.

    Google Scholar 

  8. Polyak, B.T. and Tsypkin, Ya.Z., Dokl. RAN, 1994, vol. 335, no.3, pp. 304-307.

    Google Scholar 

  9. Clark, F., Optimizatsiya i negladkii analiz (Optimization and Nonsmooth Analysis), Moscow, 1988.

  10. Nirenberg, L., Topics in Nonlinear Functional Analysis, New York: Courant Institute of Mathematical Society, 1974. Translated under the title Lektsii po nelineinomu funktsional'nomu analizu, Moscow: Mir, 1977.

    Google Scholar 

  11. Dunford, N. and Schwartz, J., Linear Operators. General Theory, New York, 1958. Translated under the title Lineinye operatory. T. 1. Obshchaya teoriya, Moscow: Inostrannaya Literatura, 1962.

  12. Danzer, L., Grünbaum, B., et al., Helly's Theorem and Its Relatives, Providence, 1963. Translated under the title Teorema Khelli i ee primeneniya, Moscow: Mir, 1968.

  13. Polyak, B.T., Vvedenie v optimizatsiyu (Introduction to Optimization), Moscow, 1983.

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Bobylev, N.A., Il'in, A.V., Korovin, S.K. et al. On the Stability of Families of Dynamical Systems. Differential Equations 38, 464–470 (2002). https://doi.org/10.1023/A:1016347229334

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