[1] |
Buldaev, A. S.: Optimal control of immune process on the basis of mathematical models, dissertation, department of computational mathematics. (1987) |

[2] |
Heil, D.: The theory of functional differential equations. (1984) |

[3] |
N.A. Karatueva, Vector Lyapunov functions for the systems with delay, IMACS, 1990, pp. 6153 -- 6156. |

[4] |
Kozlov, R. I.: Application of vector Lyapunov functions for investigation of the precision of gyrostabilization of spacecrafts. (1981) |

[5] |
Kozlov, R. I.: Systems of conventional differential inequalities of the type of Kato. Siberian mathematical journal 35, No. 6, 1253-1263 (1994) · Zbl 0856.34019 |

[6] |
Marchuk, G. I.: Mathematical models in immunology. (1985) · Zbl 0603.92004 |

[7] |
Marchuk, G. I.; Petrov, R. V.: Viral affection of an organ and immunophysiological response reactions, computational processes and systems (Russian). (1989) |

[8] |
Matrosov, V. M.; Anapolsky, L. Yu.; Vassilyev, S. N.: The comparison method in the mathematical systems theory. (1980) |

[9] |
V.M. Matrosov, N.A. Karatueva, Vector Lyapunov functions method for difference-differential systems and its applications to immunology, in: Systems Modelling and Optimization, Proceedings of the 12th IFIP Conference, Budapest, Hung, 1985, Lecture Notes on Control. Inf. Cci. 84, 1986, pp. 384 -- 393; Math, modelling in immunology and medicine, North-Holland, Amsterdam, IFIP, 1983, pp. 175 -- 186. · Zbl 0518.92007 |

[10] |
Matrosov, V. M.; Karatueva, N. A.; Banina, N. V.: Nonlinear analyses of stability. Oscillations and control of immunological processes, 3633-3643 (1996) · Zbl 0852.93068 |

[11] |
Moller, R. R.; Bruny, K.: Gandolphy, the systems approach to immunology. Ieee 68, No. 8 (1980) |

[12] |
Takeuchi, Y.; Adachi, V.; Tokumaru, H.: The stability of generalized Volterra equations. J. math. Anal. appl. 62 (1978) · Zbl 0388.45011 |

[13] |
Vassilyev, S. N.: Some problems of mathematical systems theory. (1976) |