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scientific edition of Bauman MSTUSCIENCE & EDUCATIONBauman Moscow State Technical University. El № FS 77 - 48211. ISSN 1994-0408
77-30569/251409 Quality analysis of interacting cell populations’ functional model
# 11, November 2011
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VinogradovaMS.pdf
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References 1. Bochkov N.P., Nikitina V.A., Buianovskaia O.A., Voronina E.S., Gol'dshtein D.V., Kuleshov N.P., Rzhaninova A.A., Chaushev I.N., Biulleten' eksperimental'noi biologii i meditsiny 146 (9) (2008) 320 -323. 2. Bochkov N.P., Vinogradova M.S., Volkov I.K., et al., Vestnik MGTU im. N.E. Baumana. Estestvennye nauki – Bulletin of BMSTU. Ser. Natural science 1 (2011) 18 - 24. 3. Bochkov N.P., Vinogradova M.S., Volkov I.K., Vestnik MGTU im. N.E. Baumana. Estestvennye nauki - Bulletin of BMSTU. Ser. Natural science 3 (2011) 31 - 43. 4. Demidovich V. P., Maron I. A., Foundations of computational mathematics, Moscow, GIFML, 1960, 660 p. 5. Bazykin A.D., Mathematical biophysics of interacting populations, Moscow, Nauka, 1985, 181 p. 6. Vol'terra V., The mathematical theory of the struggle for existence, Moscow, Nauka, 1976, 286 p. 7. Riznechenko G. Iu., Rubin A.V., Mathematical models of biological production processes, Moscow, BMSTU Press, 1993, 301 p. 8. Moran P., Statistical processes of evolutionary theory, Moscow, Nauka, 1973, 288 p. 9. Malkin I.G., The theory of stability of motion, Moscow, Nauka, 1966, 530 p. 10. Volkov I.K., Krishchenko A.P., Differentsial'nye uravneniia 32 (11) (1996) 1457 - 1465. 11. Bautin N.N., Leontovich E.A. Methods and techniques of qualitative research of dynamic systems on a plane, Moscow, Nauka, 1976, 468 p. Publications with keywords: stability, mathematical model, population dynamics, stem sell, rest point Publications with words: stability, mathematical model, population dynamics, stem sell, rest point See also:
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