EDP Sciences logo
Search
Menu
All issues Volume 59 / No 2 (March 2002) Ann. For. Sci., 59 2 (2002) 141-154 References
Free Access
Issue
Ann. For. Sci.
Volume 59, Number 2, March 2002
Page(s) 141 - 154
DOI https://doi.org/10.1051/forest:2002001

References

  1. Assmann E., The principles of forest yield study, Pergamon Press, 1970, 506 p.
  2. Bell A.D., Bryan A., Plant form: an illustrated guide to flowering plant morphology, Oxford University Press, Oxford, 1991, 341 p.
  3. Croc E., Dynamique d'un peuplement forestier hétérogène: modèle de réaction-diffusion, modèle de Turing, Rapport d'option, Département de mathématiques appliquées, École Polytechnique, 1994, 34 p.
  4. Décourt N., Utilisation des dispositifs clinaux pour l'étude de la compétition dans les peuplements forestiers, in: Proceedings of the 5th Conference of Ecology, Paris, France, 12-14 March, 1970, INRA Ed., Nancy, 1970, 17 p.
  5. Deleuze C., Hervé J.C., Colin F., Ribeyrolles L., Modelling crown shape of Picea abies, Spacing effects, Can. J. For. Res. 26 (1996) 1957-1966.
  6. Deleuze C., Houllier F., Prediction of stem profile of Picea abies using a process-based tree growth model, Tree Physiol. 15 (1995) 113-120.
  7. Deleuze C., Houllier F., A transport model for tree ring width, Silva Fenn. 31 (1997) 239-250.
  8. Dreyfus P., Interaction génotype, densité et compétition dans un dispositif clinal d'Epicéas communs, Ann. Sci. For. 47 (1990) 1-16.
  9. Farrar J.L., Longitudinal variation in the thickness of the annual ring, Forestry Chronicle 37 (1961) 323-330.
  10. Gordon A.J., Graham J.D., Changes in Pinus radiata stem form in response to nitrogen and phosphorus fertiliser, New Zealand J. For. Sci. 16 (1986) 41-54.
  11. Gradshteyn I.S., Ryzhik I.M., Tables of integrals, series and products, Academic Press, 1965, 1086 p.
  12. Hara T., A stochastic model and the moment dynamics of the growth and size distribution in plant populations, J. Theor. Biol. 109 (1984) 173-190.
  13. Hara T., A model for mortality in a self-thinning plant population, Ann. Bot. 55 (1985) 667-674.
  14. Hara T., Growth and competition in clonal plants: persistence of shoot populations and species diversity, Folia Geobot. Phytotax. Praha 29 (1994) 181-201.
  15. Hara T., Wyszomirski T., Competitive asymmetry reduces spatial effects on size-structure dynamics in plant population, Ann. Bot. 73 (1994) 285-297.
  16. Houllier F., Modelling ring width distribution in the tree in relation to silvicultural treatment, in: G. Nepveu (Ed.), Silvicultural control and non destructive assessment of timber quality of plantation grown spruces and Douglas fir, Final report of EC-project-Forest program, Task 3, 1993.
  17. Houllier F., Leban J.M., Colin F., Linking growth modelling to timber quality assessment for Norway spruce, For. Ecol. Manage. 74 (1995) 91-102.
  18. Jack S.B., Stone E.L., Swindel B.F., Stem form changes in unthinned slash and loblolly Pine stands following mid-rotation fertilization, South J. Appl. For. 12 (1988) 90-97.
  19. Kozak A., Smith J.H.G., Standards for evaluating taper estimating systems, Forestry Chronicle 69 (1993) 438-444.
  20. Kozlowski T.T., Carbohydrate sources and sinks in woody plants, Bot. Rev. 58 (1992) 107-222.
  21. Lemoine B., Essai de synthèse biomathématique des aspects concurrentiels, écologiques, morphologiques et cycliques de la croissance du Pin maritime dans la pinède des Landes de Gascogne, \OEcologia Plantarum 10 (1975) 141-167.
  22. MacTague J.P., Enhanced estimates of total volume with any single upper-stem measurement, For. Ecol. Manage. 48 (1992) 55-67.
  23. Mead D.J., Tamm C.O., Growth and stem form changes in Picea abies as affected by stand stand nutrition, Scand. J. For. Res. 3 (1988) 505-513.
  24. Meng C.H., Detection of stem form change after stand treatment, Can. J. For. Res. 11 (1981) 105-111.
  25. Miller H.G., Cooper J.M., Changes in amount and distribution of stem growth in Pole-stage Corsican pine following application of nitrogen fertilizer, Forestry 46 (1973) 157-190.
  26. Mitchell K.J., Dynamics and simulated yield of Douglas fir, For. Sci, Monograph 17 (1975) 1-39.
  27. Mitchell K.J., Kellog R.M., Distribution of area increment over the bole of fertilized Douglas fir, Can. J. For. Res. 2 (1971) 95-97.
  28. Murray J.D., Mathematical biology. Biomathematics Texts 19, Springer Verlag, Berlin, 1993, 767 p.
  29. Newnham R.M., Variable-form taper functions for four Alberta tree species, Can. J. For. Res. 22 (1992) 210-223.
  30. Okubo A., Diffusion and ecological problems: mathematical models. Biomathematics Texts 10, Springer Verlag, Berlin, 1980, 255 p.
  31. Ottorini J.-M., Growth and development of individual Douglas fir for stands applications to simulation in silviculture, Ann. Sci. For. 48 (1991) 651-666.
  32. Schmid-Haas P., Masumy S.A., Niederer M., Schweingruber F.H., Zuwachs- und Kronenanalysen an geschwächten Tannen. Schweiz, Z. Forstwes. 137 (1986) 811-832.
  33. Sterba H., Radial increment along the bole of trees: problems of measurement and interpretation, in: IUFRO Proceedings: Physiological Aspects and Forest Ecology, Wien. Mittl. d. Forst. Bundesver. (1981) 67-74.
  34. Tarp-Johansen M.J., Skovsgaard J.P., Madsen S.F., Johannsen V.K., Skovsgaard I., Compatible stem taper and stem volume functions for oak (Quercus robur L. and Q. petreæ (Matt) Liebl) in Denmark, Ann. Sci. For. 54 (1997) 577-595.
  35. Thomas C.E., Parresol B.R., Simple, flexible, trigonometric taper equations, Can. J. For. Res. 21 (1991) 1132-1137.
  36. Thomas C.E., Parresol B.R., Lê K.H.N., Biomass and taper for trees in thinned and unthinned longleaf pine plantations, South. J. App. For. 19 (1995) 29-35.
  37. Thomson A.J., Barclay H.J., Effects of thinning and urea fertilization on the distribution of area increment along the boles of Douglas-fir at Shawnigan Lake, British Columbia, Can. J. For. Res. 14 (1984) 879-884.
  38. Thornley J.H.M., Mathematical models in plant physiology: A quantitative approach to problems in plant and crop physiology, Academic Press, 1976, 318 p.
  39. Thornley J.H.M., Johnson I.R., Plant and crop modelling: a mathematical approach to plant and crop physiology, Clarendon press, Oxford, 1990.
  40. Väisänen H., Kellomäki S., Oker-Blom P., Valtonen E., Structural development of Pinus sylvestris stands with varying initial density: a preliminary model for quality of sawn timber as affected by silvicultural measures, Scand. J. For. Res. 4 (1989) 223-238.
  41. Valinger E., Effects of thinning and nitrogen fertilization on stem growth and stem form of Pinus sylvestris trees, Scand. J. For. Res. 7 (1992) 219-228.
  42. Wyse R.E., Sinks as determinants of assimilate partitioning possible sites for regulation, in: Cronshaw J., Lucas W.J., Giaquinta R.T. (Eds.): Phloem transport, New York, (1986) 197-209.
Abstract

Copyright INRA, EDP Sciences