Free access
Issue
Ann. For. Sci.
Volume 62, Number 2, March 2005
Page(s) 115 - 127
DOI http://dx.doi.org/10.1051/forest:2005003
References of Ann. For. Sci. 62 115-127
  1. Alía R., Gil L., Pardos J.A., Performance of 43 Pinus pinaster provenances on 5 locations in Central Spain, Silvae Genet. 44 (1995) 75-81.
  2. Alía R., Moro J., Denis J.B., Performance of Pinus pinaster Ait. provenances in Spain: interpretation of the genotype-environment interaction, Can. J. For. Res. 27 (1997) 1548-1559 [CrossRef].
  3. Amateis R.L., Burkhart H.E., Site index curves for loblolly pine plantations on cutover-site prepared lands, South. J. Appl. For. 9 (1985) 166-169.
  4. Bailey R.L., Clutter J.L., Base-age polymorphic site curves, For. Sci. 20 (1974) 155-159.
  5. Bates D.M., Watts D.G., Nonlinear regression analysis and its applications, John Wiley & Sons, New York, 1988.
  6. Beaumont J.F., Ung C.H., Bernier-Cardou M., Relating site index to ecological factors in black spruce stands: test of hypotheses, For. Sci. 45 (1999) 484-491.
  7. Beck D.E., Height-growth patterns and site index of white pine in the southern Appalachians, For. Sci. 17 (1971) 252-260.
  8. Borders B.E., Bailey R.L., Ware K.D., Slash pine site index from a polymorphic model by joining (splining) non-polynomial segments with an algebraic difference method, For. Sci. 30 (1984) 411-423.
  9. Burkhart H.E., Tennent R.B., Site index equations for radiata pine in New Zealand, N.Z. J. For. Sci. 7 (1977) 408-416.
  10. Burnham K.P., Anderson D.R., Model selection and inference. A practical information-Theoretic approach, Springer-Verlag, New York, 1998.
  11. Cao Q.V., Estimating coefficients of base-age-invariant site index equations, Can. J. For. Res. 23 (1993) 2343-2347.
  12. Calama R., Cañadas N., Montero G., Inter-regional variability in site index models for even-aged stands of stone pine (Pinus pinea L.) in Spain, Ann. For. Sci. 60 (2003) 259-269 [EDP Sciences] [CrossRef].
  13. Carmean W.H., Site index curves for upland oaks in the Central States, For. Sci. 18 (1972) 109-120.
  14. Carmean W.H., Forest site quality evaluation in the United States, Adv. Agron. 27 (1975) 209-267.
  15. Chapman D.G., Statistical problems in population dynamics, In: Proceedings of 4th Berkeley Symposium on Mathematical Statistics and Probability, University of California Press, Berkeley, 1961, pp. 153-168.
  16. Chen B., Applications of optimizations methods to forest planning problems, Cuvillier Verlag, Göttingen, 2003.
  17. Cieszewski C.J., Bella I.E., Polymorphic height and site index curves for lodgepole pine in Alberta, Can. J. For. Res. 19 (1989) 1151-1160.
  18. Cieszewski C.J., Bailey R.L., Generalized algebraic difference approach: theory based derivation of dynamic site equations with polymorphism and variable asymptotes, For. Sci. 46 (2000) 116-126.
  19. Clutter J.L., Lenhart J.D., Site index curves for old-field loblolly pine plantations in Georgia Piedmont, Ga. For. Res. Counc. Rep. 22, Ser. 1, 1968.
  20. Clutter J.L., Fortson J.C., Piennar J.C., Brister L.V., Bailey R.L., Timber management: A quantitative approach, John Wiley & Sons, New York, 1983.
  21. Durbin J., Testing for serial correlation in least-square regression when some of the regressors are lagged dependent variables, Econometrica 50 (1970) 410-421.
  22. Dyer M.E., Bailey R.L., A test of six methods for estimating true heights from stem analysis data, For. Sci. 33 (1987) 3-13.
  23. Ek A.R., A formula for white spruce site index curves, Univ. Wisc. For. Res. Note, No. 161, 1971.
  24. Elfving B., Kiviste A.K., Construction of site index equations for Pinus sylvestris L. using permanent plot data in Sweden, For. Ecol. Manage. 98 (1997) 125-134.
  25. Gadow K., Bredenkamp B., Forest Management, Academica, Pretoria, 1992.
  26. Goelz J.C.G., Burk T.E., Development of a well-behaved site index equation: jack pine in north central Ontario, Can. J. For. Res. 22 (1992) 776-784.
  27. Goelz J.C.G., Burk T.E., Measurement error causes bias in site index equations, Can. J. For. Res. 26 (1996) 1585-1593.
  28. Graney D.L., Burkhart H.E., Polymorphic site index curves for shortleaf pine in the Ouachita Mountains, US For. Serv. South. For. Exp. Stn. Res. Pap. SO-85, 1973.
  29. Huang S., Titus S.J., An index of site productivity for uneven-aged and mixed-species stands, Can. J. For. Res. 23 (1993) 558-562.
  30. Huang S., Ecologically-based individual tree volume estimation for major Alberta tree species, Land and Forest Service, Tech. Rep. Pub. No. T/288, Edmonton, Alberta, 1994.
  31. Huang S., Development of a subregion-based compatible height-site index-age model for black spruce in Alberta. Alberta Land and Forest Service, For. Manage. Res. Note No. 5, Pub No. T/352, Edmonton, Alberta, 1997.
  32. Huang S., Development of compatible height and site index models for young and mature stands within an ecosystem-based management framework, in: Amaro A., Tomé M. (Eds.), Empirical and process-based models for forest tree and stand growth simulation, Lisboa, 1999, pp. 61-98.
  33. Huang S., Price D., Titus S.J., Development of ecoregion-based height-diameter models for white spruce in boreal forests, For. Ecol. Manage. 129 (2000) 125-141.
  34. Huang S., Validating and localizing growth and yield models: procedures, problems and prospects, in: Amaro A. (Ed.), Reality, models and parameter estimation - the forestry scenario, Sesimbra, 2002.
  35. Johansson T., Site index curves for common alder and grey alder growing on different types of forest soil in Sweden, Scan. J. For. Res. 14 (1999) 441-453.
  36. Khattree R., Naik D.N., Applied multivariate statistics with SAS software, 2nd ed., SAS Institute Inc., Cary, NC, 1999.
  37. Lappi J., Bailey R.L., A height prediction model with random stand and tree parameters: an alternative to traditional site index methods, For. Sci. 34 (1988) 907-927.
  38. Lappi J., Malinen J., Random parameter height/age models when stand parameters and stand age are correlated, For. Sci. 40 (1994) 715-731.
  39. Lundqvist B., On the height growth in cultivated stands of pine and spruce in northern Sweden, Medd. Fran Statens Skogforsk. Band 47 (1957) 1-64.
  40. McDill M.E., Amateis R.L., Measuring forest site quality using the parameters of a dimensionally compatible height growth function, For. Sci. 38 (1992) 409-429.
  41. Monserud R.A., Height growth and site index curves for inland Douglas-fir based on stem analysis data and forest habitat type, For. Sci. 30 (1984) 943-965.
  42. Nagel J., Albert M., Schmidt M., Das waldbauliche Prognose- und Entscheidungsmodell BWINPro 6.1, Forst u. Holz 57 (2002) 486-493.
  43. Neter J., Wasserman W., Kutner M., Applied linear statistical models, 3rd ed., Irwin, Homewood, IL, 1990.
  44. Newberry J.D., A note on Carmean's estimate of height from stem analysis data, For. Sci. 37 (1991) 368-369.
  45. Newnham R.M., A modification of the Ek-Payandeh nonlinear regression for site index curves, Can. J. For. Res. 18 (1988) 115-120.
  46. Parresol B.R., Vissage J.S., White pine site index for the southern forest survey, Res. Pap. SRS-10, Asheville, NC: US Department of Agriculture, Forest Service, Southern Research Station, 1998.
  47. Payandeh B., Wang Y., A site index model remodified, Can. J. For. Res. 24 (1994) 197-198.
  48. Peschel W., Die mathematischen Methoden zur Herteitung der Wachstums-gesetze von Baum und Bestand und die Ergebnisse ihrer Anwendung, Tharandter Forstl. Jarb. 89 (1938) 169-274.
  49. Pillsbury N.H., McDonald P.M., Simon V., Reliability of tanoak volume equations when applied to different areas, West. J. Appl. For. 10 (1995) 72-78.
  50. Richards F.J., A flexible growth function for empirical use, J. Exp. Bot. 10 (1959) 290-300.
  51. Ruíz Zorrilla P., Notas para una historia del pino en Galicia, Publicaciones del Centro Forestal de Lourizán, Pontevedra, 1981.
  52. SAS Institute Inc., SAS/ETS User's Guide, Version 8, Vols. 1 and 2, SAS Institute Inc., Cary, NC, 2000.
  53. Sloboda B., Zur Darstellung von Wachstumprozessen mit Hilfe von Differentialgleichungen erster Ordung. Mitteillungen der Badenwürttem-bergischen Forstlichen Versuchs und Forschungsanstalt, 1971.
  54. Trincado G., Kiviste A.K., Gadow K.v., Preliminary site index models for native Roble (Nothofagus oblicua) and Raulí (Nothofagus alpina) in Chile. N.Z. J. For. Sci. 33 (2003) 322-333.
  55. Vega P., Vega G., González M., Rodríguez A., Mejora del Pinus pinaster Ait. en Galicia, in: Silva Pando J. (Ed.), I Congreso Forestal Español, Vol. 2, 1993, pp. 129-134.
  56. Xunta de Galicia, Anuario de estatística agraria 2000, Santiago de Compostela, 2002.