Diameter distributions in picea abies described by the weibull model

Scandinavian Journal of Forest Research

Volumn 1, Issue 1-4, 1986, Pages 493-502

  Magnussen, Steen ^a  

^a UNIVERSITY OF COPENHAGEN   (Denmark)

Author keywords

Diameter distribution; Norway spruce; Parameter prediction; Weibull model

Indexed keywords

EID: 0000620437     PISSN: 02827581     EISSN: 16511891     Source Type: Journal    
DOI: 10.1080/02827588609382440     Document Type: Article

References (21)

1. Assmann, E. 1961. Waldertragskunde. B. L. V. Verlagsgesellschaft. München.
2. Avery, E. & Burkhart, H. E. 1983. Forest measurements. 331 pp. McGraw-Hill Book Co.
3. Bailey, R. L. 1980. Individual tree growth derived from diameter distribution models. Forest Sci. 26, 626-632.
4. Bailey, R. L. & Dell, T. R. 1973. Quantifying diameter distributions with the Weibull function. Forest Sci. 19, 97-104.
5. Bryndum, H. 1978. (Durchforstungsversuche injungen Fichtenbeständen auf feinlehmigen, jungdiluvialen Moräneböden). The Danish Forest Experiment Station 36, 1-180.
6. Bury, K. V. 1975. Statistical models in applied science. John Wiley & Sons.
7. Clutter, J. L., Fortson, J. C., Pienaar, L. V., Blister, G. H. & Bailey, R. L. 1983. Timber management; A quantitative approach. John Wiley & Sons.
8. Cohen, A. C. 1965. Maximum likelihood estimation in the Weibull distribution based on complete and on censored samples. Technometrics 7, 579-588.
9. Ed, A. R., Issos, J. N. & Bailey, R. L. 1975. Solving for Weibull distribution parameters to obtain specified mean diameters. Forest Sci. 21, 290-292.
10. Fisher, R. A. & Tippett, L. H. C. 1928. Limiting forms of the frequency distributions of the largest or smallest member of a sample. Camb. Philos. Soc. Proc., 180-190.
11. Hailey, W. L. & Schreuder, H. T. 1977. Statistical distributions for fitting diameter and height data in even-aged stands. Can. J. Forest Res. 7, 481-487.
12. Henriksen, H. A. 1958. (The increment and health conditions of sitka spruce in Denmark.) The Danish Forest Experiment Station 24.
13. Hyink, D. M. & Moser, J. W., Jr. 1983. A generalized framework for projection forest yield and stand structure using diameter distributions. Forest Sci. 29, 85-95.
14. Little, S. N. 1983. Weibull diameter distributions for mixed stands of western conifers. Can. J. Forest Res. 13, 85-88.
15. Loetsch, F., Zoehrer, F. & Haller, K. E. 1973. Forest inventory. Vol. 2. B. L. V. Verlagsgesellschaft, Miinchen.
16. Magnussen, S. 1983. (A yield table for Norway spruce on clay-rich soils in Denmark.) Dansk Skovforenings Tidsskrift 68, 215-246.
17. Oppermann, A. 1915. En granbevoksning på god midtjydsk hedebund. The Danish Forest Experiment Station 4, 116-126.
18. Oppermann, A. 1887. Forelæsninger over taksation- og tilvækstlære. Autgr.
19. Prodan, M. 1965. Holzmesslehre. Sauerländer.
20. Siegel, S. 1956. Non-parametric statistics, 312 pp. McGraw-Hill Book Company.
21. Strub, M. R. & Burkhart, H. E. 1975. A class-interval-free method for obtaining expected yields from diameter distributions. Forest Sci. 21, 67-69.