Numerical-analytical study of the tree growth model under light competition
Matematičeskaâ biologiâ i bioinformatika, Tome 7 (2012) no. 1, pp. 125-138.

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We proposed a mathematical model of tree growth under light competition. Analytical and numerical study of the model is done. The model showed that at low light, values of the self-shadowing and photosynthesis rate parameters determine the different responses of species to light condition change. It leads to the formation of specific competitive relations in the plant community.
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A. N. Kolobov. Numerical-analytical study of the tree growth model under light competition. Matematičeskaâ biologiâ i bioinformatika, Tome 7 (2012) no. 1, pp. 125-138. http://geodesic.mathdoc.fr/item/MBB_2012_7_1_a16/

[1] Kolobov A.N., “Individualno-orientirovannaya model dinamiki drevesnykh soobschestv”, Izvestiya Samarskogo Nauchnogo tsentra RAN, 11:1(7) (2009), 1477–1486

[2] Popadyuk R.V., Chumachenko S.I., “Imitatsionnaya bioekologicheskaya model razvitiya mnogovidovogo, raznovozrastnogo drevostoya”, Biologicheskie nauki, no. 8(332), Vyssh. shk., M., 1991, 67–78 | MR

[3] Chumachenko S.I., “Modelirovanie dinamiki mnogovidovykh raznovozrastnykh lesnykh tsenozov”, Zhurnal obschei biologii, 59:4 (1998), 363–376

[4] Chave J., “Study of structural, successional and spatial patterns in tropical rain forests using TROLL, a spatially explicit forest model”, Ecological Modelling, 124 (1999), 233–254 | DOI

[5] Peng C., Liu J., Dang Q., Apps M.J., Jiang H., “TRIPLEX: a generic hybrid model for predicting forest growth and carbon and nitrogen dynamics”, Ecological Modelling, 153 (2002), 109–130 | DOI

[6] Huth A., Ditzer T., “Simulation of the growth of a lowland Dipterocarp rain forest with FORMIX3”, Ecological Modelling, 134 (2000), 1–25 | DOI

[7] Komarov A.S., Chertov O.G., Zudin S.L., Nadporozhskaya M.A., Mikhailov A.V., Bykhovets S.S., Zudina E.V., Zoubkova E.V., “EFIMOD 2 — A model of growth and elements cycling of boreal forest ecosystems”, Ecological Modelling, 170 (2003), 373–392 | DOI

[8] Karev G.P., “Matematicheskaya model rosta v svetolimitirovannykh drevostoyakh”, Zhurnal obschei biologii, 44:4 (1983), 474–479

[9] Poletaev I.A., Problemy kibernetiki, 16, Nauka, M., 1966, 171–190

[10] Harper J.L., “Darwinian approach to plant ecology”, J. Ecol., 55 (1967), 247–270 | DOI

[11] Harper J.L., Population biology of plants, Acad. Press, N.Y., 1977, 892 pp.

[12] Tornli Dzh.G.M., Matematicheskie modeli v fiziologii rastenii, Naukova dumka, Kiev, 1982, 312 pp.

[13] Kull K., Kull O., Dinamicheskoe modelirovanie rosta derevev, Valgus, Tallinn, 1989, 231 pp.

[14] Alekseev V.A., Svetovoi rezhim lesa, Nauka, L., 1975, 227 pp.

[15] Ross Yu.K., Radiatsionnyi rezhim i arkhitektonika rastitelnogo pokrova, Gidrometeoizdat., Leningrad, 1975, 327 pp.

[16] Monsi M., Saeki T., “Uber den Lichtfactor in den Pflanzengesellschaften und seine Bedeutung fur die Stoffproduction”, Jap. Jour. Bot., 14:1 (1953), 22–52

[17] Kiviste A.K., Funktsii rosta lesa, ESKhA, Tartu, 1988, 108 pp.

[18] Karev G.P., “Modelirovanie dinamiki odnoporodnykh drevostoev”, Sibirskii ekologicheskii zhurnal, 1999, no. 4, 403–417

[19] Huth A., Ditzer T., “Long-term impact of loggint in a tropical rain forest — a simulation study”, Forest Ecology and Management, 142 (2001), 33–51 | DOI

[20] Kolobov A.N., Frisman E.Ya., “Modelirovanie protsessov dinamicheskoi samoorganizatsii v prostranstvenno raspredelennykh rastitelnykh soobschestvakh”, Matematicheskaya biologiya i bioinformatika, 3:2 (2008), 85–102 | MR | Zbl

[21] TKhR, polnot i zapasov elnikov primorskogo kraya, ed. S.N. Moiseenko, Khabarovsk, 1966

[22] Tkachenko M.E., Obschee lesovodstvo edition Izdanie 2-e, ed. Melekhov I.S., Goslesbumizdat, M., 1952, 599 pp.

[23] Rubin B.A., Kurs fiziologii rastenii, Izdanie 2-e, Vysshaya shkola, M., 1963, 598 pp.

[24] Isaev A.C., Sukhovolskii V.G., Khlebopros R.G., Buzykin A.I., Ovchinnikova T.M., “Modelirovanie lesoobrazovatelnogo protsessa: fenomenologicheskii podkhod”, Lesovedenie, 2005, no. 1, 3–11