A sensitivity analysis of the population dynamics of Erythronium japonicum, a liliaceous perennial

Plant Species Biology

Volumn 13, Issue 2-3, 1998, Pages 117-127

  Takada, Takenori ^a   Nakayama, Shuichi ^b   Kawano, Shoichi ^b  

^a TOKAI UNIVERSITY   (Japan)

^b KYOTO UNIVERSITY   (Japan)

Author keywords

Erythronium japonicum; Individual based model; Intra specific competition; Population dynamics; Sensitivity analysis

Indexed keywords

ERYTHRONIUM JAPONICUM;

EID: 0032465467     PISSN: 0913557X     EISSN: None     Source Type: Journal    
DOI: 10.1111/j.1442-1984.1998.tb00253.x     Document Type: Article

References (36)

1. Alvarez-Buylla, E.R. 1994. Density dependence and patch dynamics in tropical rain forests: Matrix models and applications to a tree species. Am. Nat. 143: 155-191.
2. Bengtsson, K. 1993. Fumana procumbens on Oland - population dynamics of a distinct species at the northern limit of its range. J. Ecol. 81: 745-758.
3. Byers, D.L. and Meagher, T.R. 1997. A comparison of demographic characteristics in a rare and a common species of Eupatorium. Ecol. Appl. 7: 519-530.
4. Caswell, H. 1978. A general formula for the sensitivity of population growth rate to changes in life history parameters. Theor. Popul. Biol. 14: 215-230.
5. _. 1982. Optimal life histories and the maximization of reproductive value: A general theorem for complex life cycles. Ecology 63: 1218-1222.
6. _. 1989. Matrix Population Models: Construction, Analysis, and Interpretation. 328 pp. Sinauer, Sunderland.
7. _, Naiman, R.J. and Morin, R. 1984. Evaluating the consequences of reproduction in complex salmonid life cycles. Aquaculture 43: 123-134.
8. Charlesworth, B. 1971. Selection in density-regulated populations. Ecology 52: 469-474.
9. _. 1994. Evolution in age-structured populations, 2nd ed. 306 pp. Cambridge University Press, Cambridge.
10. DeAngelis, D.L. and Gross L.J. (eds.). 1992. Indiviual-based models and approaches in ecology: Populations, communities and Ecosystems. 525 pp. Chapman and Hall, New York.
11. de Kroon, H., Plaisier, A., van Groenendael, J. and Caswell, H. 1986. Elasticity: the relative contribution of demographic parameters to population growth rate. Ecology 67: 1427-1431.
12. Hartshorn, G.S. 1975. Amatrix model of tree population dynamics. In: Golley, F.B. and Medin, E. (eds.), Tropical Ecological Systems: Trends in Terrestrial and Aquatic Research, 41-51. Springer Verlag, New York.
13. Horvitz, C.C. and Schemske, D.W. 1995. Spatio-temporal variation in demographic transitions of a tropical understory herb: projection matrix analysis. Ecol. Monogr. 65: 155-192.
14. Huston, M., DeAngelis, D. and Post, W. 1988. New computer models unify ecological theory. BioScience 38: 682-691.
15. Kawano, S. 1982. On the abnormal vegetative growth and reproduction in Erythronium japonicum Decne. (Liliaceae). J. Phytogeogr. Taxon. 30: 53-55.
16. _. 1984. Population biology and demographic genetics of some liliaceous species. Korean. J. Plant Taxon. 14: 43-57.
17. _, Hiratsuka.A. and Hayashi, K. 1982. The productive and reproductive biology of flowering plant.V. Life history characteristics and survivorship of Erythronium japonicum. Oikos 38: 129-149.
18. _ and Nagai, Y. 1982. Further observations on the reproductive biology of Erythronium japonicum Decne. (Liliaceae) J. Phytogeogr. Taxon. 30: 90-97.
19. -, Takada, T., Nakayama, S. and Hiratsuka, A. 1987. Demographic differentiation and life-history evolution in temperate woodland plants. In: Urbanska, K. M. (ed.). Differentiation Patterns in Higher Plants. 153-181 pp. Academic Press, London.
20. Lefkovitch, L.P., 1965. The study of population growth in organisms grouped by stages. Biometrics 21: 1-18.
21. Leslie, P.H. 1945. On the use of matrices in population mathematics. Biometrika 33: 183-213.
22. Lewis, E.G. 1942. On the generation and growth of a population. Sankhya 6: 93-96.
23. Schellner, R.A., Newell, S.J. and Solbrig, O.T. 1982. Studies on the population biology of the genus Viola. IV. Spatial pattern of ramets and seedlings in three stoloniferous species. J. Ecol. 70: 273-290.
24. Solbrig, O.T., Sarandón, R. and Bossert, W.A. 1988. A density-dependent growth model of a perennial herb. Viola fimbriatula. Am. Nat. 131: 385-400.
25. Takada, T. 1995. Evolution of semelparous and iteroparous perennial plants: Comparison between the density-independent and density-dependent dynamics. J. Theor. Biol. 173: 51-60.
26. _ and Nakajima, H. 1992. An analysis of life history evolution in terms of the density-dependent Lefkovitch Matrix model. Math. Biosci. 112: 155-176.
27. _ and _. 1996. The optimal allocation to seed reproduction and vegetative reproduction in perennial plants. An application of the density-dependent transition matrix model. J. Theor. Biol. 182: 179-191.
28. _ and _. 1998. Theorems on the invasion process in stage-structured populations with density-dependent dynamics. J. Math. Biol. 36: 497-514.
29. _ and Nakashizuka, T. 1996. Density-dependent demography in a Japanese temperate broad-leaved forest. Vegetatio 124: 211-221.
30. Usher, M.B. 1969. A matriix appproach to the management of renewable resources, with special reference to selection foorests-two extensions. J. Appl. Ecol. 6: 347-348.
31. Utech, F.H. and Kawano, S. 1975. Biosystematic studies in Erythronium japonicum (Liliaceae-Tuilpeae) I. Floral biology of E. japonicum Decne. Bot. Mag. Tokyo 88: 163-176.
32. van Groenendael, J.M. and Slim, P. 1988. The contrasting dynamics of two populations of Plantago lanceolate classified by age and size. J. Ecol. 76: 585-589.
33. Weiner, J. 1990. Asymmetric competition in plant populations. TREE 6: 360-364.
34. White, J. and Harper, J.L. 1970. Correlated changes in plant size and number in plant populations. J. Ecol. 58: 476-485.
35. Yoda, K., Kira, T., Ogawa, H. and Hodumi, K. 1963. Self-thinning in overcrowded pure stands under cultivated and natural conditions. J. Biol. Osaka City Univ. 14: 107-129.
36. Yokoi, Y. 1976. Growth and reproduction in higher plants. II. Analytical study of growth and reproduction of Erythronium japonicum. Bot. Mag. Tokyo 89: 15-31.