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scientific edition of Bauman MSTU

SCIENCE & EDUCATION

Bauman Moscow State Technical University.   El № FS 77 - 48211.   ISSN 1994-0408

Parametrical identification of a model of cooperating cellular populations on the basis of Bayesian approach

# 11, November 2012
DOI: 10.7463/1112.0490900
Article file: Vinogradova_Bayes.pdf (408.25Kb)
author: M.S. Vinogradova

References

1. Bochkov N.P., Nikitina V.A. Tsitogenetika stvolovykh kletok cheloveka [Cytogenetics of human stem cells]. Molekuliarnaia meditsina [Molecular medicine], 2008, no. 3, pp. 40-47.

2. Bochkov N.P., Nikitina V.A., Roslova T.A., Chaushev I.N., Iakushina I.I. Kletochnaia terapiia nasledstvennykh boleznei [Cell therapy of inherited diseases]. Vestnik RAMN [Annals of the Russian Academy of Medical Sciences], 2008, no. 10, pp. 20- 28.

3. Bochkov N.P., Nikitina V.A.,  Voronina E.S., Kuleshov N.P. Metodicheskoe posobie po testirovaniiu kletochnykh transplantatov na geneticheskuiu bezopasnost' [Methodical manual for testing cell transplants for genetic safety]. Kletochnye tekhnologii v biologii i meditsine [Cell technologies in biology and medicine], 2009, no. 4, pp. 183-189.

4. Bochkov N.P., Vedenkov V.G., Volkov I.K. i dr. Postroenie matematicheskoi modeli dlia otsenki sootnosheniia kletok, proshedshikh raznoe chislo delenii v kul'ture [Constructing a mathematical model for the evaluation of the ratio of the cells that have passed different number of divisions in the culture]. Doklady AN SSSR [Reports of Academy of Sciences of the USSR], 1984, vol. 274, no.  1, pp. 186-189.

5. Demidenko E.Z. Lineinaia i nelineinaia regressii [Linear and nonlinear regression]. Moscow, Finansy i statistika, 1981. 302 p.

6. Volkov I.K. Usloviia identifitsiruemosti matematicheskikh modelei evoliutsionnykh protsessov po diskretnym kosvennym izmereniiam vektora sostoianiia [Identifiability conditions of mathematical models of evolutionary processes over discrete indirect measurements of the state vector]. Izvestiia Rossiiskoi akademii nauk. Teoriia i sistemy upravleniia [Bulletin of the Russian Academy of Sciences. Theory and systems of control], 1994, no. 6, pp. 55-72.

7. Volkov I.K. Identifitsiruemost' matematicheskikh modelei evoliutsionnykh protsessov [Feasibility of identification of mathematical models of evolutionary processes]. Vestnik MGTU im. N.E. Baumana. Ser. Estestvennye nauki [Herald of the Bauman MSTU. Ser. Natural science], 2005. № 3. C. 64-73.

8. Volkov I.K. Matematicheskoe modelirovanie evoliutsionnykh protsessov v sisteme geneticheskogo  monitoringa po eksperimental'nym dannym. Dokt. diss. [Mathematical modeling of evolutionary processes in the system of genetic monitoring from experimental data. Dr. diss.]. Moscow, 1992. 281 p.

9. Zellner A. An introduction to Bayesian inference in econometrics. John Wiley and Sons, New York, 1971, 448 p. (Zel'ner A. Baiesovskie metody v ekonometrii. Moscow, Statistika, 1980. 440 p.)

10. Albert A. Regression, And The Moor-Penrose Pseudoinverse. New York and London, Academic Press, 1972. 180 p. (Mathematics in Science and Engineering, vol. 94). (Russ. ed.: Albert A. Regressiia, psevdoinversiia i rekurentnoe otsenivanie. Moscow, Nauka, 1977. 224 p.).

11. Bochkov N.P., Vinogradova M.S., Volkov I.K., Kuleshov I.K. Matematicheskaia model' summarnykh chislenostei vzaimodeistvuiushchikh kletochnykh populiatsii [Mathematical model of dynamics of total quantities of interacting cell’s populations]. Vestnik MGTU im. N.E. Baumana. Ser. Estestvennye nauki [Herald of the Bauman MSTU. Ser. Natural science], 2011, no. 1, pp. 18-24.

12. Bochkov N.P., Vinogradova M.S., Volkov I.K.  Otsenka veroiatnosti realizatsii variantov razvitiia vzaimodeistvuiushchikh kletochnykh populiatsii [Estimating the probability of implementation of variants of development of interacting cell’s populations]. Vestnik MGTU im. N.E. Baumana. Ser. Estestvennye nauki [Herald of the Bauman MSTU. Ser. Natural science], 2011, no. 3, pp. 31-43.

13. Kremer N.Sh. Teoriia veroiatnostei i matematicheskaia statistika [Theoty of probability and mathematical statistics]. Moscow, Iuniti, 2006. 574 p.

14. Schmetterer L. Einführung in die mathematische Statistik. Springer-Verlag, Wien-New York, 1966, 567 p. (in German). (Russ. ed.: Shmetterer L. Vvedenie v matematicheskuiu statistiku. [Introduction to mathematical statistics]. Moscow, Nauka, 1976. 520 p.).

15. Jeffreys H. Theoty of probability. Oxford, Clarendon Press. 1983. 459 p.

16. Borovkov A.A. Matematicheskaia statistika [Mathematical statistics]. Moscow, Nauka, 1984. 472 p.

17. Zacks S. The Theory of Statistical Inference. John Wiley & Sons Inc., 1971. 626 p. (Russ. ed.: Zaks Sh. Teoriia statisticheskikh vyvodov. Moscow, Mir, 1975. 776 p.).

18. Prudnikov A.P., Brychkov Iu.A., Marichev O.I. Integraly i riady [Integrals and series]. Moscow, Nauka, 1981. 800 p.

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