Free Access
Issue |
Ann. For. Sci.
Volume 58, Number 1, January 2001
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Page(s) | 77 - 87 | |
DOI | https://doi.org/10.1051/forest:2001108 |
References
-
- 1
- Assmann E., The principles of forest yield studies, Pergamon Press, Oxford, 1970.
- 2
- Barneoud C., Bonduelle P., Volume sur pied et production de peupleraies `I-214' réparties dans l'est de la France, in: Compte rendu d'activité 1969, Afocel, Nangis, 1969, pp. 173-207 (in French with English summary).
- 3
- Birler A.S., A study of yields from `I-214' poplar plantations. Poplar and fast growing exotic trees research institute, Izmit, 1985.
- 4
- Bonduelle P., Étude théorique et pratique de l'élagage du peuplier `I-214', in: Rapport Annuel 1971, Afocel, Nangis, 1971, pp. 293-345 (in French with English summary).
- 5
- Bonduelle P., Recherche d'un tarif de cubage pour le peuplier `I-214' valable pour la France, in: Rapport Annuel 1974, AFOCEL, Nangis, 1974, pp. 111-176 (in French with English summary).
- 6
- Bonnor G.M., Boudewyn P., Taper volume equations for major tree species of the Yukon Territory, Information Report - Pacific and Yukon Region Forestry, Victoria, 1990.
- 7
- Brink C., von Gadow K., Modelling stem profiles, S. Afr. Forest. J. 127 (1983) 23-25.
- 8
- Brink C., von Gadow K., On the use of growth and decay functions for modelling stem profiles, EDV in Medizin Und Biologie 17 (1986) 20-27.
- 9
- Byrne J.C., Reed D.D., Complex compatible taper and volume estimation systems for red and loblolly pine, For. Sci. 32 (1986) 423-443.
- 10
- Cao Q.V., Burkhart H.E., Max T.A., Evaluation of two methods for cubic-volume prediction of loblolly pine to any merchantable limit, For. Sci. 26 (1980) 71-80.
- 11
- Czaplewski R.L., Brown A.S., Walker R.C., Profile models for estimating log end diameters in the Rocky Mountain Region, Research Paper Rocky Mountain Forest and Range Experiment Station, USDA Forest Service, 1989.
- 12
- Demaerschalk J.P., Kozak A., The whole bole system: a conditioned dual equation system for precise prediction of tree profiles, Can. J. For. Res. 7 (1977) 488-497.
- 13
- Dhôte J.F., Hatsch E., Rittié D., Profil de la tige et géométrie de l'aubier chez le chêne sessile (Quercus petraea Liebl), Bulletin Technique de l'ONF 33 (1997) 59-81 (in French with English summary).
- 14
- Forslund R.R., The power function as a simple stem profile examination tool, Can. J. For. Res. 21 (1991) 193-198.
- 15
- Gal J., Bella I.E., Évaluation of stem taper functions for estimating log volume assortments, Forest. Chron. 71 (1995) 743-746.
- 16
- Kozak A., A variable-exponent taper equation, Can. J. For. Res. 18 (1988) 1363-1368.
- 17
- Kuleshis A., Gudas K., Study of the form of aspen stems and modelling their form factors, Lesovedenie 4 (1989) 42-50 (in Russian with English summary).
- 18
- Max T.A., Burkhart H.E., Segmented polynomial regression applied to taper equations, For. Sci. 22 (1976) 283-289.
- 19
- Mendiboure P., Équations de forme : méthode - premiers résultats, in: Rapport annuel 1971, Afocel, Nangis, 1971, pp. 37-61 (in French with English summary).
- 20
- Muhairwe C.K., LeMay V.M., Kozak A., Effects of adding tree, stand, and site variables to Kozak's variable exponent taper equation, Can. J. For. Res. 24 (1994) 252-259.
- 21
- Newnham R.M., Variable form taper functions for four Alberta tree species, Can. J. For. Res. 22 (1992) 210-223.
- 22
- Opdahl H., Avsmaling og volume hos osp (Populus tremula L.) i Sor-Norge, Meddelelser Fra Norsk Institutt for Skogforskning 43 (1989) (in Swedish with English summary).
- 23
- Pain O., Estimation des coupes d'épicéa : intérêt d'une fonction de forme, Fiches Informations Forêt 4 (1996) (in French).
- 24
- Riemer T., von Gadow K., Sloboda B.,. Ein Modell zur Beschreibung von Baumschaften, Allg. Forst Jagdztg 166 (1995) 144-147 (in German with English summary).
- 25
- Trincado G., von Gadow K., Tewari V.P., Comparison of three stem profile equations for Quercus robur L., S. Afr. Forest. J. 177 (1996) 23-29.
Abstract
Copyright INRA, EDP Sciences