The 8 references with contexts in paper M. Vinogradova S., М. Виноградова С. (2016) “Анализ сценариев развития клеточной популяционной системы // Analysing Scenarios of Cell Population System Development” / spz:neicon:technomag:y:2014:i:1:p:607-622

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Kresnowati M.T., Forde G.M., Chen X.D. Model-based analysis and optimization of bioreactor for hematopoietic stem cell cultivation.Bioprocess and Biosystems Engineering, 2011, vol. 34, no. 1, pp. 81{93. DOI:10.1007/s00449-010-0449-z
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    Î ̨ ̃‚ ̊ ÒÎÓ‚‡:χÚÂχÚË ̃ÂÒ͇ˇ ÏÓ‰ÂÎ ̧; ÒÚ‚ÓÎÓ‚ ̊ ÍÎÂÚÍË; ÚÓ ͇̃ ÔÓÍÓˇ; ÔÓÔÛΡˆËÓÌ̇ˇ ‰Ë̇ÏË͇; ÒˆÂ̇ËÈ ‡Á‚ËÚˡ ¬‚‰ÂÌË ÇÚÂχÚË ̃ÂÒÍÓ ÏÓ‰ÂÎËÓ‚‡ÌË ˇ‚ΡÂÚÒˇ Ó‰ÌËÏ ËÁ ‚‡ÊÌ ̊ı ËÌÒÚÛÏÂÌÚÓ‚, ÔÓÁ‚ÓΡ ̨ ̆Ëı ‡Ì‡ÎËÁËÓ‚‡Ú ̧ ÔÓˆÂÒÒ ̊, ÔÓËÒıÓ‰ˇ ̆Ëe ‚ ÍÎÂÚÓ ̃Ì ̊ı ÔÓÔÛΡˆËÓÌÌ ̊ı ÒËÒÚÂχı, ‚ ÚÓÏ ̃ËÒΠ‚ ÔÓÔÛΡˆËˇı, ‡Á‚Ë‚‡ ̨ ̆ÂÈÒˇ ‚ ··Ó‡ÚÓÌ ̊ı ÛÒÎӂˡı
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    . ŒÒÌÓ‚ÌÓÈ ËÌÚÂÂÒ Ô‰ÒÚ‡‚Ρ ̨Ú ‚ÓÁÏÓÊÌÓÒÚË ÏÓ‰ÂÎËÓ‚‡Ìˡ Ë ÔÓ„ÌÓÁËÓ‚‡Ìˡ ÓÒÌÓ‚Ì ̊ı ÒˆÂ̇Ë‚ ‡Á‚ËÚˡ ÍÎÂÚÓ ̃Ì ̊ı ÔÓÔÛΡˆËÈ Ò ËÒÔÓÎ ̧ÁÓ‚‡ÌËÂÏ ÏÂÚÓ‰Ó‚ χÚÂχÚË ̃ÂÒÍÓ„Ó ÏÓ‰ÂÎËÓ‚‡Ìˡ. œË ‰ÎËÚÂÎ ̧ÌÓÏ ÍÛÎ ̧ÚË‚ËÓ‚‡ÌËË ÒÚ‚ÓÎÓ‚ ̊ı ÍÎÂÚÓÍ ‚ ··Ó‡ÚÓÌ ̊ı ÛÒÎӂˡı Û‚ÂÎË ̃Ë‚‡ÂÚÒˇ ÍÓÎË ̃ÂÒÚ‚Ó ÍÎÂÚÓÍ Ò ıÓÏÓÒÓÏÌ ̊ÏË ‡ÌÓχÎˡÏË [4,5], Ë Ú‡ÌÒÔ·ÌÚ‡ˆËˇ Ú‡ÍÓ„Ó ÍÎÂÚÓ ̃ÌÓ„Ó Ï‡ÚÂˇ· Ì ·ÂÁÓÔ‡Ò̇.

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Winkler D.A., Burden F.R. Robust, quantitative tools for modelling ex-vivo expansion of haematopoietic stem cells and progenitors.Molecular BioSystems, 2012, vol. 8, no. 3, pp. 913{ 920. DOI:10.1039/c2mb05439f
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    Î ̨ ̃‚ ̊ ÒÎÓ‚‡:χÚÂχÚË ̃ÂÒ͇ˇ ÏÓ‰ÂÎ ̧; ÒÚ‚ÓÎÓ‚ ̊ ÍÎÂÚÍË; ÚÓ ͇̃ ÔÓÍÓˇ; ÔÓÔÛΡˆËÓÌ̇ˇ ‰Ë̇ÏË͇; ÒˆÂ̇ËÈ ‡Á‚ËÚˡ ¬‚‰ÂÌË ÇÚÂχÚË ̃ÂÒÍÓ ÏÓ‰ÂÎËÓ‚‡ÌË ˇ‚ΡÂÚÒˇ Ó‰ÌËÏ ËÁ ‚‡ÊÌ ̊ı ËÌÒÚÛÏÂÌÚÓ‚, ÔÓÁ‚ÓΡ ̨ ̆Ëı ‡Ì‡ÎËÁËÓ‚‡Ú ̧ ÔÓˆÂÒÒ ̊, ÔÓËÒıÓ‰ˇ ̆Ëe ‚ ÍÎÂÚÓ ̃Ì ̊ı ÔÓÔÛΡˆËÓÌÌ ̊ı ÒËÒÚÂχı, ‚ ÚÓÏ ̃ËÒΠ‚ ÔÓÔÛΡˆËˇı, ‡Á‚Ë‚‡ ̨ ̆ÂÈÒˇ ‚ ··Ó‡ÚÓÌ ̊ı ÛÒÎӂˡı
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    . ŒÒÌÓ‚ÌÓÈ ËÌÚÂÂÒ Ô‰ÒÚ‡‚Ρ ̨Ú ‚ÓÁÏÓÊÌÓÒÚË ÏÓ‰ÂÎËÓ‚‡Ìˡ Ë ÔÓ„ÌÓÁËÓ‚‡Ìˡ ÓÒÌÓ‚Ì ̊ı ÒˆÂ̇Ë‚ ‡Á‚ËÚˡ ÍÎÂÚÓ ̃Ì ̊ı ÔÓÔÛΡˆËÈ Ò ËÒÔÓÎ ̧ÁÓ‚‡ÌËÂÏ ÏÂÚÓ‰Ó‚ χÚÂχÚË ̃ÂÒÍÓ„Ó ÏÓ‰ÂÎËÓ‚‡Ìˡ. œË ‰ÎËÚÂÎ ̧ÌÓÏ ÍÛÎ ̧ÚË‚ËÓ‚‡ÌËË ÒÚ‚ÓÎÓ‚ ̊ı ÍÎÂÚÓÍ ‚ ··Ó‡ÚÓÌ ̊ı ÛÒÎӂˡı Û‚ÂÎË ̃Ë‚‡ÂÚÒˇ ÍÓÎË ̃ÂÒÚ‚Ó ÍÎÂÚÓÍ Ò ıÓÏÓÒÓÏÌ ̊ÏË ‡ÌÓχÎˡÏË [4,5], Ë Ú‡ÌÒÔ·ÌÚ‡ˆËˇ Ú‡ÍÓ„Ó ÍÎÂÚÓ ̃ÌÓ„Ó Ï‡ÚÂˇ· Ì ·ÂÁÓÔ‡Ò̇.

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Ducrot A., le Foll F., Magal P., Murakawa H., Pasquier J., Webb G.F. An in vitro cell population dynamics model incorporating cell size, quiescence, and contact inhibition.Mathematical Models and Methods in Applied Science, 2011, vol. 21, iss. sup. 01, pp. 871{892. DOI: 10.1142/S0218202511005404
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    Î ̨ ̃‚ ̊ ÒÎÓ‚‡:χÚÂχÚË ̃ÂÒ͇ˇ ÏÓ‰ÂÎ ̧; ÒÚ‚ÓÎÓ‚ ̊ ÍÎÂÚÍË; ÚÓ ͇̃ ÔÓÍÓˇ; ÔÓÔÛΡˆËÓÌ̇ˇ ‰Ë̇ÏË͇; ÒˆÂ̇ËÈ ‡Á‚ËÚˡ ¬‚‰ÂÌË ÇÚÂχÚË ̃ÂÒÍÓ ÏÓ‰ÂÎËÓ‚‡ÌË ˇ‚ΡÂÚÒˇ Ó‰ÌËÏ ËÁ ‚‡ÊÌ ̊ı ËÌÒÚÛÏÂÌÚÓ‚, ÔÓÁ‚ÓΡ ̨ ̆Ëı ‡Ì‡ÎËÁËÓ‚‡Ú ̧ ÔÓˆÂÒÒ ̊, ÔÓËÒıÓ‰ˇ ̆Ëe ‚ ÍÎÂÚÓ ̃Ì ̊ı ÔÓÔÛΡˆËÓÌÌ ̊ı ÒËÒÚÂχı, ‚ ÚÓÏ ̃ËÒΠ‚ ÔÓÔÛΡˆËˇı, ‡Á‚Ë‚‡ ̨ ̆ÂÈÒˇ ‚ ··Ó‡ÚÓÌ ̊ı ÛÒÎӂˡı
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    . ŒÒÌÓ‚ÌÓÈ ËÌÚÂÂÒ Ô‰ÒÚ‡‚Ρ ̨Ú ‚ÓÁÏÓÊÌÓÒÚË ÏÓ‰ÂÎËÓ‚‡Ìˡ Ë ÔÓ„ÌÓÁËÓ‚‡Ìˡ ÓÒÌÓ‚Ì ̊ı ÒˆÂ̇Ë‚ ‡Á‚ËÚˡ ÍÎÂÚÓ ̃Ì ̊ı ÔÓÔÛΡˆËÈ Ò ËÒÔÓÎ ̧ÁÓ‚‡ÌËÂÏ ÏÂÚÓ‰Ó‚ χÚÂχÚË ̃ÂÒÍÓ„Ó ÏÓ‰ÂÎËÓ‚‡Ìˡ. œË ‰ÎËÚÂÎ ̧ÌÓÏ ÍÛÎ ̧ÚË‚ËÓ‚‡ÌËË ÒÚ‚ÓÎÓ‚ ̊ı ÍÎÂÚÓÍ ‚ ··Ó‡ÚÓÌ ̊ı ÛÒÎӂˡı Û‚ÂÎË ̃Ë‚‡ÂÚÒˇ ÍÓÎË ̃ÂÒÚ‚Ó ÍÎÂÚÓÍ Ò ıÓÏÓÒÓÏÌ ̊ÏË ‡ÌÓχÎˡÏË [4,5], Ë Ú‡ÌÒÔ·ÌÚ‡ˆËˇ Ú‡ÍÓ„Ó ÍÎÂÚÓ ̃ÌÓ„Ó Ï‡ÚÂˇ· Ì ·ÂÁÓÔ‡Ò̇.

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Bochkov N.P., Nikitina V.A., Voronina E.S., Kuleshov N.P. Methodological Guidelines for Genetic Safety Testing of Cell Transplants.Kletochnye tekhnologii v biologii i meditsine, 2009, no. 4, pp. 183{189. (English translation:Bulletin of Experimental Biology and Medicine, 2009, vol. 148, iss. 4, pp. 677{683. DOI:10.1007/s10517-010-0793-7).
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    ŒÒÌÓ‚ÌÓÈ ËÌÚÂÂÒ Ô‰ÒÚ‡‚Ρ ̨Ú ‚ÓÁÏÓÊÌÓÒÚË ÏÓ‰ÂÎËÓ‚‡Ìˡ Ë ÔÓ„ÌÓÁËÓ‚‡Ìˡ ÓÒÌÓ‚Ì ̊ı ÒˆÂ̇Ë‚ ‡Á‚ËÚˡ ÍÎÂÚÓ ̃Ì ̊ı ÔÓÔÛΡˆËÈ Ò ËÒÔÓÎ ̧ÁÓ‚‡ÌËÂÏ ÏÂÚÓ‰Ó‚ χÚÂχÚË ̃ÂÒÍÓ„Ó ÏÓ‰ÂÎËÓ‚‡Ìˡ. œË ‰ÎËÚÂÎ ̧ÌÓÏ ÍÛÎ ̧ÚË‚ËÓ‚‡ÌËË ÒÚ‚ÓÎÓ‚ ̊ı ÍÎÂÚÓÍ ‚ ··Ó‡ÚÓÌ ̊ı ÛÒÎӂˡı Û‚ÂÎË ̃Ë‚‡ÂÚÒˇ ÍÓÎË ̃ÂÒÚ‚Ó ÍÎÂÚÓÍ Ò ıÓÏÓÒÓÏÌ ̊ÏË ‡ÌÓχÎˡÏË
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    , Ë Ú‡ÌÒÔ·ÌÚ‡ˆËˇ Ú‡ÍÓ„Ó ÍÎÂÚÓ ̃ÌÓ„Ó Ï‡ÚÂˇ· Ì ·ÂÁÓÔ‡Ò̇. ¬ ‡·ÓÚ [6] Ô‰ÎÓÊÂ̇ ÛÚÓ ̃ÌÂÌ̇ˇ ÔÓ Ò‡‚ÌÂÌË ̨ Ò [7] ÌÂÎËÌÂÈ̇ˇ ÏÓ‰ÂÎ ̧ ‡Á‚ËÚˡ ÍÎÂÚÓ ̃ÌÓÈ ÔÓÔÛΡˆËÓÌÌÓÈ ÒËÒÚÂÏ ̊, ÒÓÒÚÓˇ ̆ÂÈ ËÁ ÔÓÔÛΡˆËÈ ÌÓχΠ̧Ì ̊ı Ë ‡ÌÓχΠ̧Ì ̊ı ÍÎÂÚÓÍ, Û ̃ËÚ ̊‚‡ ̨ ̆‡ˇ Ó„‡ÌË ̃ÂÌÌÓÒÚ ̧ ÂÒÛÒÓ‚. œÓ‰ ‡ÌÓχΠ̧Ì ̊ÏË ÍÎÂÚ͇ÏË ‚ ‰‡ÌÌÓÏ ÒÎÛ ̃‡Â ÔÓÌËχ ̨ÚÒˇ ÍÎÂÚÍË, ËÏ ̨ ̆Ë ÌÂÔ‡‚ËÎ ̧Ì ̊È Ì‡·Ó ıÓÏÓÒÓÏ.

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Gillett M.L.The effect of in vitro culture on the stability, expansion and neuronal differentiation of human pluripotent cell lines. Dissertation. University College London, 2010. 330 .
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    ŒÒÌÓ‚ÌÓÈ ËÌÚÂÂÒ Ô‰ÒÚ‡‚Ρ ̨Ú ‚ÓÁÏÓÊÌÓÒÚË ÏÓ‰ÂÎËÓ‚‡Ìˡ Ë ÔÓ„ÌÓÁËÓ‚‡Ìˡ ÓÒÌÓ‚Ì ̊ı ÒˆÂ̇Ë‚ ‡Á‚ËÚˡ ÍÎÂÚÓ ̃Ì ̊ı ÔÓÔÛΡˆËÈ Ò ËÒÔÓÎ ̧ÁÓ‚‡ÌËÂÏ ÏÂÚÓ‰Ó‚ χÚÂχÚË ̃ÂÒÍÓ„Ó ÏÓ‰ÂÎËÓ‚‡Ìˡ. œË ‰ÎËÚÂÎ ̧ÌÓÏ ÍÛÎ ̧ÚË‚ËÓ‚‡ÌËË ÒÚ‚ÓÎÓ‚ ̊ı ÍÎÂÚÓÍ ‚ ··Ó‡ÚÓÌ ̊ı ÛÒÎӂˡı Û‚ÂÎË ̃Ë‚‡ÂÚÒˇ ÍÓÎË ̃ÂÒÚ‚Ó ÍÎÂÚÓÍ Ò ıÓÏÓÒÓÏÌ ̊ÏË ‡ÌÓχÎˡÏË
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    , Ë Ú‡ÌÒÔ·ÌÚ‡ˆËˇ Ú‡ÍÓ„Ó ÍÎÂÚÓ ̃ÌÓ„Ó Ï‡ÚÂˇ· Ì ·ÂÁÓÔ‡Ò̇. ¬ ‡·ÓÚ [6] Ô‰ÎÓÊÂ̇ ÛÚÓ ̃ÌÂÌ̇ˇ ÔÓ Ò‡‚ÌÂÌË ̨ Ò [7] ÌÂÎËÌÂÈ̇ˇ ÏÓ‰ÂÎ ̧ ‡Á‚ËÚˡ ÍÎÂÚÓ ̃ÌÓÈ ÔÓÔÛΡˆËÓÌÌÓÈ ÒËÒÚÂÏ ̊, ÒÓÒÚÓˇ ̆ÂÈ ËÁ ÔÓÔÛΡˆËÈ ÌÓχΠ̧Ì ̊ı Ë ‡ÌÓχΠ̧Ì ̊ı ÍÎÂÚÓÍ, Û ̃ËÚ ̊‚‡ ̨ ̆‡ˇ Ó„‡ÌË ̃ÂÌÌÓÒÚ ̧ ÂÒÛÒÓ‚. œÓ‰ ‡ÌÓχΠ̧Ì ̊ÏË ÍÎÂÚ͇ÏË ‚ ‰‡ÌÌÓÏ ÒÎÛ ̃‡Â ÔÓÌËχ ̨ÚÒˇ ÍÎÂÚÍË, ËÏ ̨ ̆Ë ÌÂÔ‡‚ËÎ ̧Ì ̊È Ì‡·Ó ıÓÏÓÒÓÏ.

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Vinogradova M.S. Investigation of the Nonlinear Model of the Cellular Population System Development.Nauka i obrazovanie MGTU im. N.E. Baumana=Science and Education of the Bauman MSTU, 2014, no. 8, pp. 123{138. DOI:10.7463/0814.0720269(in Russian).
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    ŒÒÌÓ‚ÌÓÈ ËÌÚÂÂÒ Ô‰ÒÚ‡‚Ρ ̨Ú ‚ÓÁÏÓÊÌÓÒÚË ÏÓ‰ÂÎËÓ‚‡Ìˡ Ë ÔÓ„ÌÓÁËÓ‚‡Ìˡ ÓÒÌÓ‚Ì ̊ı ÒˆÂ̇Ë‚ ‡Á‚ËÚˡ ÍÎÂÚÓ ̃Ì ̊ı ÔÓÔÛΡˆËÈ Ò ËÒÔÓÎ ̧ÁÓ‚‡ÌËÂÏ ÏÂÚÓ‰Ó‚ χÚÂχÚË ̃ÂÒÍÓ„Ó ÏÓ‰ÂÎËÓ‚‡Ìˡ. œË ‰ÎËÚÂÎ ̧ÌÓÏ ÍÛÎ ̧ÚË‚ËÓ‚‡ÌËË ÒÚ‚ÓÎÓ‚ ̊ı ÍÎÂÚÓÍ ‚ ··Ó‡ÚÓÌ ̊ı ÛÒÎӂˡı Û‚ÂÎË ̃Ë‚‡ÂÚÒˇ ÍÓÎË ̃ÂÒÚ‚Ó ÍÎÂÚÓÍ Ò ıÓÏÓÒÓÏÌ ̊ÏË ‡ÌÓχÎˡÏË [4,5], Ë Ú‡ÌÒÔ·ÌÚ‡ˆËˇ Ú‡ÍÓ„Ó ÍÎÂÚÓ ̃ÌÓ„Ó Ï‡ÚÂˇ· Ì ·ÂÁÓÔ‡Ò̇. ¬ ‡·ÓÚÂ
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    Ô‰ÎÓÊÂ̇ ÛÚÓ ̃ÌÂÌ̇ˇ ÔÓ Ò‡‚ÌÂÌË ̨ Ò [7] ÌÂÎËÌÂÈ̇ˇ ÏÓ‰ÂÎ ̧ ‡Á‚ËÚˡ ÍÎÂÚÓ ̃ÌÓÈ ÔÓÔÛΡˆËÓÌÌÓÈ ÒËÒÚÂÏ ̊, ÒÓÒÚÓˇ ̆ÂÈ ËÁ ÔÓÔÛΡˆËÈ ÌÓχΠ̧Ì ̊ı Ë ‡ÌÓχΠ̧Ì ̊ı ÍÎÂÚÓÍ, Û ̃ËÚ ̊‚‡ ̨ ̆‡ˇ Ó„‡ÌË ̃ÂÌÌÓÒÚ ̧ ÂÒÛÒÓ‚. œÓ‰ ‡ÌÓχΠ̧Ì ̊ÏË ÍÎÂÚ͇ÏË ‚ ‰‡ÌÌÓÏ ÒÎÛ ̃‡Â ÔÓÌËχ ̨ÚÒˇ ÍÎÂÚÍË, ËÏ ̨ ̆Ë ÌÂÔ‡‚ËÎ ̧Ì ̊È Ì‡·Ó ıÓÏÓÒÓÏ.

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    ÷ÂÎ ̧ ̨ ̇ÒÚÓˇ ̆ÂÈ ‡·ÓÚ ̊ ˇ‚ΡÂÚÒˇ ‡Ì‡ÎËÁ ‚ÓÁÏÓÊÌ ̊ı ÒˆÂ̇Ë‚ ÔÓÔÛΡˆËÓÌÌÓÈ ÒËÒÚÂÏ ̊, ‡ÎËÁÛ ̨ ̆ËıÒˇ ÔË ‡ÁÎË ̃Ì ̊ı Á̇ ̃ÂÌˡı Ô‡‡ÏÂÚÓ‚ ÒËÒÚÂÏ ̊. ŒÒÓ·ÂÌÌÓÒÚ ̧ ËÒÒΉӂ‡Ìˡ Á‡ÍÎ ̨ ̃‡ÂÚÒˇ ‚ ÚÓÏ, ̃ÚÓ ÒÎÂ‰Ûˇ ‡·ÓÚ‡Ï
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    ÔË ‡Ì‡ÎËÁ χÚÂχÚË ̃ÂÒÍÓÈ ÏÓ‰ÂÎË ËÒÔÓÎ ̧ÁÛ ̨ÚÒˇ Ú‡ÍË ı‡‡ÍÚÂËÒÚËÍË ‡Á‚ËÚˡ ÍÎÂÚÓ ̃Ì ̊ı ÔÓÔÛΡˆËÈ, Í‡Í ÒÂ‰Ìˇˇ ÔÓ‰ÓÎÊËÚÂÎ ̧ÌÓÒÚ ̧ ÍÎÂÚÓ ̃ÌÓ„Ó ˆËÍ·T, ‰ÓÎË ÍÎÂÚÓÍ, <ÔÓ„Ë·‡ ̨ ̆Ëı> Ë ‡Á‰ÂÎË‚ ̄ËıÒˇ Á‡ ‚ÂÏˇ, ‡‚ÌÓ Ò‰ÌÂÈ ‰ÎËÚÂÎ ̧ÌÓÒÚË ÍÎÂÚÓ ̃ÌÓ„Ó ˆËÍ·, ‡ Ú‡ÍÊ ‰ÓΡ ÌÓχΠ̧Ì ̊ı ÍÎÂÚÓÍ, ÒÚ‡‚ ̄Ëı ‡ÌÓχΠ̧Ì ̊ÏË ‚ ÔÓˆÂÒÒ ‰ÂÎÂÌˡ.

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    «Ì‡ÌË ‚ÓÁÏÓÊÌ ̊ı ÒˆÂ̇Ë‚ ÔÓÁ‚ÓÎËÚ ‚ ‰‡Î ̧ÌÂÈ ̄ÂÏ ÔÂÂÈÚË Í ÔÓ„ÌÓÁËÓ‚‡ÌË ̨ Ôӂ‰ÂÌˡ ÔÓÔÛΡˆËÓÌÌÓÈ ÒËÒÚÂÏ ̊ ̇ ÓÒÌÓ‚Â ̋ÍÒÔÂËÏÂÌڇΠ̧Ì ̊ı ‰‡ÌÌ ̊ı Ó ̃ËÒÎÂÌÌÓÒÚˇı ÒÓÒÚ‡‚Ρ ̨ ̆Ëı  ÔÓÔÛΡˆËÈ ÌÓχΠ̧Ì ̊ı Ë ‡ÌÓχΠ̧Ì ̊ı ÍÎÂÚÓÍ. 1. “Ó ̃ÍË ÔÓÍÓˇ ÌÂÎËÌÂÈÌÓÈ ÔÓÔÛΡˆËÓÌÌÓÈ ÒËÒÚÂÏ ̊ –‡ÒÒÏÓÚËÏ ÏÓ‰ÂÎ ̧, Ô‰ÎÓÊÂÌÌÛ ̨ ‚
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    . ¬Ò ԇ‡ÏÂÚ ̊ ÏÓ‰ÂÎË, ÓÚÌÓÒˇ ̆ËÂÒˇ Í ÔÓÔÛΡˆËË ÌÓχΠ̧Ì ̊ı ÍÎÂÚÓÍ ËÏ ̨Ú Ë̉ÂÍÒ0, ‡ ‡ÌÓχΠ̧Ì ̊ı |1. œÂÂÏÂÌÌ ̊ÂxËyÁ‡‰‡ ̨Ú ÌÓÏËÓ‚‡ÌÌ ̊ ̃ËÒÎÂÌÌÓÒÚË ÔÓÔÛΡˆËÈ ÌÓχΠ̧Ì ̊ı Ë ‡ÌÓχΠ̧Ì ̊ı ÍÎÂÚÓÍ.

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    ‘ÓχΠ̧ÌÓ ÌÂÎËÌÂÈ̇ˇ ÒËÒÚÂχ Ó· ̊ÍÌÓ‚ÂÌÌ ̊ı ‰ËÙÙÂÂ̈ˇΠ̧Ì ̊ı Û‡‚ÌÂÌËÈ ÔÂ‚Ó„Ó ÔÓˇ‰Í‡ (1) ÓÔ‰ÂÎÂ̇ ̇ ‚ÒÂÈ ÔÎÓÒÍÓÒÚËxOy, Ӊ̇ÍÓ ÓÚˈ‡ÚÂÎ ̧Ì ̊ Á̇ ̃ÂÌˡ ÔÂÂÏÂÌÌ ̊ı xËyÌ ËÏ ̨Ú ·ËÓÎÓ„Ë ̃ÂÒÍÓ„Ó ÒÏ ̊Ò·, ÔÓÒÍÓÎ ̧ÍÛ ̋ÚË ÔÂÂÏÂÌÌ ̊ Á‡‰‡ ̨Ú ÌÓÏËÓ‚‡ÌÌ ̊ ̃ËÒÎÂÌÌÓÒÚË ÔÓÔÛΡˆËÈ ÌÓχΠ̧Ì ̊ı Ë ‡ÌÓχΠ̧Ì ̊ı ÍÎÂÚÓÍ. ¬ ‡·ÓÚÂ
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    ÓÔ‰ÂÎÂÌ ËÌ‚‡ˇÌÚÌ ̊È ÍÓÏÔ‡ÍÚ ÒËÒÚÂÏ ̊ | Ú‡ÍÓ ÏÌÓÊÂÒÚ‚ÓG, ÎÂʇ ̆ ‚ ÔÂ‚ÓÏ Í‚‡‰‡ÌÚÂ, ̃ÚÓ ‚Ò Ú‡ÂÍÚÓËË ÒËÒÚÂÏ ̊, ̇ ̃Ë̇ ̨ ̆ËÂÒˇ ‚ ÌÂÏ, Ì ÔÓÍˉ‡ ̨Ú Â„Ó ‚ ‰‡Î ̧ÌÂÈ ̄ÂÏ. œˇÏ ̊Âf1(x, y) = 0Ëf2(x, y) = 0‡Á·Ë‚‡ ̨Ú ÏÌÓÊÂÒÚ‚ÂĠ ̃ÂÚ ̊ ÔÓ‰ÏÌÓÊÂÒÚ‚‡, ̇ ͇ʉÓÏ ËÁ ÍÓÚÓ ̊ı ÒËÒÚÂχ (1) ËÏÂÂÚ Ò‚ÓÈ ÒÓ·ÒÚ‚ÂÌÌ ̊È ‚ˉ [6].

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    ¬ ‡·ÓÚ [6] ÓÔ‰ÂÎÂÌ ËÌ‚‡ˇÌÚÌ ̊È ÍÓÏÔ‡ÍÚ ÒËÒÚÂÏ ̊ | Ú‡ÍÓ ÏÌÓÊÂÒÚ‚ÓG, ÎÂʇ ̆ ‚ ÔÂ‚ÓÏ Í‚‡‰‡ÌÚÂ, ̃ÚÓ ‚Ò Ú‡ÂÍÚÓËË ÒËÒÚÂÏ ̊, ̇ ̃Ë̇ ̨ ̆ËÂÒˇ ‚ ÌÂÏ, Ì ÔÓÍˉ‡ ̨Ú Â„Ó ‚ ‰‡Î ̧ÌÂÈ ̄ÂÏ. œˇÏ ̊Âf1(x, y) = 0Ëf2(x, y) = 0‡Á·Ë‚‡ ̨Ú ÏÌÓÊÂÒÚ‚ÂĠ ̃ÂÚ ̊ ÔÓ‰ÏÌÓÊÂÒÚ‚‡, ̇ ͇ʉÓÏ ËÁ ÍÓÚÓ ̊ı ÒËÒÚÂχ (1) ËÏÂÂÚ Ò‚ÓÈ ÒÓ·ÒÚ‚ÂÌÌ ̊È ‚ˉ
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    . Œ‰ËÌ ËÁ ‚‡ˇÌÚÓ‚ ‚Á‡ËÏÌÓ„Ó ‡ÒÔÓÎÓÊÂÌˡ ̋ÚËı ÔÓ‰ÏÌÓÊÂÒÚ‚ Ô˂‰ÂÌ Ì‡ ËÒ.1. –ËÒ. 1.¬‡ˇÌÚ ‡Á·ËÂÌˡ ÏÌÓÊÂÒÚ‚‡G Շ˷ÓΠËÌÚÂÂÒÌ ̊Ï Ò ·ËÓÎÓ„Ë ̃ÂÒÍÓÈ ÚÓ ̃ÍË ÁÂÌˡ ˇ‚ΡÂÚÒˇ ÏÌÓÊÂÒÚ‚ÓG1, „‰Â Ô‡‡ÏÂÚ ̊M0ËM1·ÓÎ ̧ ̄ ÌÛΡ, Ú.

7
Vinogradova M.S. The qualitative analysis of model of functioning nooperating cellular populations.Nauka i obrazovanie MGTU im. N.E. Baumana=Science and Education of the Bauman MSTU, 2011, no. 11. Available at:http://technomag.edu.ru/doc/251409.html, accessed 01.10.2014. (in Russian).
Total in-text references: 4
  1. In-text reference with the coordinate start=2174
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    ÏÓ‰ÂÎËÓ‚‡Ìˡ Ë ÔÓ„ÌÓÁËÓ‚‡Ìˡ ÓÒÌÓ‚Ì ̊ı ÒˆÂ̇Ë‚ ‡Á‚ËÚˡ ÍÎÂÚÓ ̃Ì ̊ı ÔÓÔÛΡˆËÈ Ò ËÒÔÓÎ ̧ÁÓ‚‡ÌËÂÏ ÏÂÚÓ‰Ó‚ χÚÂχÚË ̃ÂÒÍÓ„Ó ÏÓ‰ÂÎËÓ‚‡Ìˡ. œË ‰ÎËÚÂÎ ̧ÌÓÏ ÍÛÎ ̧ÚË‚ËÓ‚‡ÌËË ÒÚ‚ÓÎÓ‚ ̊ı ÍÎÂÚÓÍ ‚ ··Ó‡ÚÓÌ ̊ı ÛÒÎӂˡı Û‚ÂÎË ̃Ë‚‡ÂÚÒˇ ÍÓÎË ̃ÂÒÚ‚Ó ÍÎÂÚÓÍ Ò ıÓÏÓÒÓÏÌ ̊ÏË ‡ÌÓχÎˡÏË [4,5], Ë Ú‡ÌÒÔ·ÌÚ‡ˆËˇ Ú‡ÍÓ„Ó ÍÎÂÚÓ ̃ÌÓ„Ó Ï‡ÚÂˇ· Ì ·ÂÁÓÔ‡Ò̇. ¬ ‡·ÓÚ [6] Ô‰ÎÓÊÂ̇ ÛÚÓ ̃ÌÂÌ̇ˇ ÔÓ Ò‡‚ÌÂÌË ̨ Ò
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    ÌÂÎËÌÂÈ̇ˇ ÏÓ‰ÂÎ ̧ ‡Á‚ËÚˡ ÍÎÂÚÓ ̃ÌÓÈ ÔÓÔÛΡˆËÓÌÌÓÈ ÒËÒÚÂÏ ̊, ÒÓÒÚÓˇ ̆ÂÈ ËÁ ÔÓÔÛΡˆËÈ ÌÓχΠ̧Ì ̊ı Ë ‡ÌÓχΠ̧Ì ̊ı ÍÎÂÚÓÍ, Û ̃ËÚ ̊‚‡ ̨ ̆‡ˇ Ó„‡ÌË ̃ÂÌÌÓÒÚ ̧ ÂÒÛÒÓ‚. œÓ‰ ‡ÌÓχΠ̧Ì ̊ÏË ÍÎÂÚ͇ÏË ‚ ‰‡ÌÌÓÏ ÒÎÛ ̃‡Â ÔÓÌËχ ̨ÚÒˇ ÍÎÂÚÍË, ËÏ ̨ ̆Ë ÌÂÔ‡‚ËÎ ̧Ì ̊È Ì‡·Ó ıÓÏÓÒÓÏ.

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    Õ‡ ÏÌÓÊÂÒÚ‚ÂG4ÔÓÔÛΡˆËˇ ÌÓχΠ̧Ì ̊ı ÍÎÂÚÓÍ ‡ÍÚË‚ÌÓ ‡ÁÏÌÓʇÂÚÒˇ, ‡ÌÓχΠ̧Ì ̊ ÍÎÂÚÍË ‰ÂÎËÚ ̧Òˇ ÔÂÂÒÚ‡ ̨Ú, Ú.Â.M1(x, y)≡0. œӂ‰ÂÏ ‡Ì‡ÎËÁ ‚ÓÁÏÓÊÌÓ„Ó ÍÓÎË ̃ÂÒÚ‚‡ ÚÓ ̃ÂÍ ÔÓÍÓˇ ÒËÒÚÂÏ ̊, ÎÂʇ ̆Ëı ‚ ÏÌÓÊÂÒÚ‚‡ı Gi,i= 1, . . . ,4. Õ‡ÔÓÏÌËÏ, ̃ÚÓ ‚
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    ÚÓ ̃ÍÛ ÔÓÍÓˇOk(xk, yk)̇Á ̊‚‡ ̨Ú ‚ ̊ÓʉÂÌÌÓÈ, ÂÒÎË ıÓÚˇ · ̊ Ӊ̇ ËÁ ÍÓÓ‰Ë̇ÚxkËÎËykˇ‚ΡÂÚÒˇ ÌÛ΂ÓÈ, ‡ ÚÓ ̃ÍÛ ÔÓÍÓˇOk(xk, yk)̇Á ̊‚‡ ̨Ú ‚ÌÛÚÂÌÌÂÈ, ÂÒÎË Ó·Â Â ÍÓÓ‰ËÌ‡Ú ̊ ˇ‚Ρ ̨ÚÒˇ ÔÓÎÓÊËÚÂÎ ̧Ì ̊ÏË ̃ËÒ·ÏË. œÓÎÛ ̃ÂÌÌ ̊ ÌËÊ ÂÁÛÎ ̧Ú‡Ú ̊, ͇҇ ̨ ̆ËÂÒˇ ÚÓ ̃ÂÍ ÔÓÍÓˇ, ̃‡ÒÚË ̃ÌÓ Ó·Ó· ̆‡ ̨Ú Ë ‰ÓÔÓÎÌˇ ̨Ú ÂÁÛÎ ̧Ú‡Ú ̊, Ô˂‰ÂÌÌ ̊ ‚ [7].

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    Õ‡ÔÓÏÌËÏ, ̃ÚÓ ‚ [7] ÚÓ ̃ÍÛ ÔÓÍÓˇOk(xk, yk)̇Á ̊‚‡ ̨Ú ‚ ̊ÓʉÂÌÌÓÈ, ÂÒÎË ıÓÚˇ · ̊ Ӊ̇ ËÁ ÍÓÓ‰Ë̇ÚxkËÎËykˇ‚ΡÂÚÒˇ ÌÛ΂ÓÈ, ‡ ÚÓ ̃ÍÛ ÔÓÍÓˇOk(xk, yk)̇Á ̊‚‡ ̨Ú ‚ÌÛÚÂÌÌÂÈ, ÂÒÎË Ó·Â Â ÍÓÓ‰ËÌ‡Ú ̊ ˇ‚Ρ ̨ÚÒˇ ÔÓÎÓÊËÚÂÎ ̧Ì ̊ÏË ̃ËÒ·ÏË. œÓÎÛ ̃ÂÌÌ ̊ ÌËÊ ÂÁÛÎ ̧Ú‡Ú ̊, ͇҇ ̨ ̆ËÂÒˇ ÚÓ ̃ÂÍ ÔÓÍÓˇ, ̃‡ÒÚË ̃ÌÓ Ó·Ó· ̆‡ ̨Ú Ë ‰ÓÔÓÎÌˇ ̨Ú ÂÁÛÎ ̧Ú‡Ú ̊, Ô˂‰ÂÌÌ ̊ ‚
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    . “Ó ̃ÍË ÔÓÍÓˇ ‚ ÏÌÓÊÂÒÚ‚ÂG1.Õ‡ ÏÌÓÊÂÒÚ‚ÂG1ÒËÒÚÂχ (1), ËÏÂÂÂÚ ‚ˉ      dx dt =h01х+h02x2+h03xy, dy dt =h11x+h12y+h13x2+h14xy+h15y2, (4) „‰Â h01= (1−A0)(1−2γ0)α0−A0, h02=−β00(1−A0)(1−2γ0),(5) h03=−β01(1−A0)(1−2γ0), h11= 2α0(1−A0)γ0,(6) h12=μ((1−A1)α1−A1), h13=−2β00(1−A0)γ0,(7) h14=−(μβ10(1−A1) + 2β01(1−A0)γ0), h15=−μβ11(1−A1).(8) ÕÂÓÚˈ‡ÚÂÎ ̧Ì ̊  ̄ÂÌˡ ÒËÒÚÂÏ ̊ ‡Î„·‡Ë ̃ÂÒÍËı

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    ‚‡Ìˡ ‚ÌÛÚÂÌÌÂÈ ÚÓ ̃ÍË ÔÓÍÓˇ ËÁÛ ̃‡ÂÏÓÈ ÔÓÔÛΡˆËÓÌÌÓÈ ÒËÒÚÂÏ ̊ ˇ‚ΡÂÚÒˇ ‚ ̊ÔÓÎÌÂÌË ÌÂ‡‚ÂÌÒÚ‚‡b >0, „‰Â Ô‡‡ÏÂÚbÓÔ‰ÂÎÂÌ ‚ (14), ÔÓÒÍÓÎ ̧ÍÛ ‚ ÔÓÚË‚ÌÓÏ ÒÎÛ ̃‡Â ÍÓÓ‰Ë̇ڇyÚÓ ̃ÂÍ ÔÓÍÓˇ, ÓÔ‰ÂΡÂÏ ̊ı ÒÓÓÚÌÓ ̄ÂÌˡÏË (13) Ë (15), Ì ·Û‰ÂÚ ÔÓÎÓÊËÚÂÎ ̧ÌÓÈ. »ÒÒΉӂ‡ÌË ÛÒÚÓÈ ̃Ë‚ÓÒÚË ‚ ̊ÓʉÂÌÌ ̊ı ÚÓ ̃ÂÍ ÔÓÍÓˇ ‚ ÏÌÓÊÂÒÚ‚ÂG1ÏÓÊÌÓ ‚ ̊ÔÓÎÌËÚ ̧ ̇ ÓÒÌÓ‚Â ‡Ì‡ÎËÁ‡ Ò‚ÓÈÒÚ‚ ÒËÒÚÂÏ ÔÂ‚Ó„Ó ÔË·ÎËÊÂÌˡ (ÒÏ.
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    ), Á‡ÔËÒ‡ÌÌ ̊ı ‚ ÒÓÓÚ‚ÂÚÒÚ‚Û ̨ ̆Ëı ÚÓ ͇̃ı. —Ó‚ÏÂÒÚÌ ̊È ‡Ì‡ÎËÁ ÛÒÎÓ‚ËÈ, ÓÔ‰ÂΡ ̨ ̆Ëı ÛÒÚÓÈ ̃Ë‚ÓÒÚ ̧ (ÌÂÛÒÚÓÈ ̃Ë‚ÓÒÚ ̧) ‚ ̊ÓʉÂÌÌ ̊ı ÚÓ ̃ÂÍ ÔÓÍÓˇO1ËO2, ‡ Ú‡ÍÊ Ëı ı‡‡ÍÚÂ · ̊Î Ôӂ‰ÂÌ ‰Îˇ ÒÎÛ ̃‡Â‚, ÍÓ„‰‡ ÌË Ó‰ÌÓ ËÁ ÒÓ·ÒÚ‚ÂÌÌ ̊ı ̃ËÒÂÎ ÒÓÓÚ‚ÂÚÒÚ‚Û ̨ ̆Ëı χÚˈ flÍÓ·Ë ÒËÒÚÂÏ ÔÂ‚Ó„Ó ÔË·ÎËÊÂÌˡ Ì ӷ‡ ̆‡ÂÚÒˇ ‚ ÌÛÎ ̧. œÓÎÛ ̃ÂÌÌ ̊ ÂÁÛÎ ̧Ú‡Ú ̊ ҂‰ÂÌ ̊ ‚ Ú‡·ÎËˆÛ (Ú‡·Î.1), ‚ ÍÓÚÓÓÈ ı‡‡ÍÚÂ ‚ ̊

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Vinogradova M.S. A dynamic model of the cellular population system.Nauka i obrazovanie MGTU im. N.E. Baumana=Science and Education of the Bauman MSTU, 2013, no. 12, pp. 175{192. DOI:10.7463/1213.0646463(in Russian).
Total in-text references: 1
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    ÷ÂÎ ̧ ̨ ̇ÒÚÓˇ ̆ÂÈ ‡·ÓÚ ̊ ˇ‚ΡÂÚÒˇ ‡Ì‡ÎËÁ ‚ÓÁÏÓÊÌ ̊ı ÒˆÂ̇Ë‚ ÔÓÔÛΡˆËÓÌÌÓÈ ÒËÒÚÂÏ ̊, ‡ÎËÁÛ ̨ ̆ËıÒˇ ÔË ‡ÁÎË ̃Ì ̊ı Á̇ ̃ÂÌˡı Ô‡‡ÏÂÚÓ‚ ÒËÒÚÂÏ ̊. ŒÒÓ·ÂÌÌÓÒÚ ̧ ËÒÒΉӂ‡Ìˡ Á‡ÍÎ ̨ ̃‡ÂÚÒˇ ‚ ÚÓÏ, ̃ÚÓ ÒÎÂ‰Ûˇ ‡·ÓÚ‡Ï
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    ÔË ‡Ì‡ÎËÁ χÚÂχÚË ̃ÂÒÍÓÈ ÏÓ‰ÂÎË ËÒÔÓÎ ̧ÁÛ ̨ÚÒˇ Ú‡ÍË ı‡‡ÍÚÂËÒÚËÍË ‡Á‚ËÚˡ ÍÎÂÚÓ ̃Ì ̊ı ÔÓÔÛΡˆËÈ, Í‡Í ÒÂ‰Ìˇˇ ÔÓ‰ÓÎÊËÚÂÎ ̧ÌÓÒÚ ̧ ÍÎÂÚÓ ̃ÌÓ„Ó ˆËÍ·T, ‰ÓÎË ÍÎÂÚÓÍ, <ÔÓ„Ë·‡ ̨ ̆Ëı> Ë ‡Á‰ÂÎË‚ ̄ËıÒˇ Á‡ ‚ÂÏˇ, ‡‚ÌÓ Ò‰ÌÂÈ ‰ÎËÚÂÎ ̧ÌÓÒÚË ÍÎÂÚÓ ̃ÌÓ„Ó ˆËÍ·, ‡ Ú‡ÍÊ ‰ÓΡ ÌÓχΠ̧Ì ̊ı ÍÎÂÚÓÍ, ÒÚ‡‚ ̄Ëı ‡ÌÓχΠ̧Ì ̊ÏË ‚ ÔÓˆÂÒÒ ‰ÂÎÂÌˡ.