IJSREG Trion Studio

No Publication Cost

Vol 9, No 2:

subscription

Development and Validation of Pinusroxburghii Height-Diameter Models in Jammu Province
Abstract
In this work, eleven height and diameter prediction models for Pinusroxburghii (Chir Pine) in the Batote region (Jammu Province) of UT J&K (India) were fitted and assessed. This study employed data from 50 permanent sample plots in unevenly aged Pinusroxburghii forests, with a total of 500 individual tree height and diameter measurements. At first, all of the models that were fitted yielded significant coefficients, and various selection criteria were also utilised to test the prognostic presentation of the models that were fitted. The results of these criteria were derived using R studio's numerous libraries (version 3.5.1, 2018). The models were then crossvalidated, and the findings revealed that the Manfred (MG) and Michaelis-Menten2 (MJ) models accurately represented the most height variation in terms of fit statistics and, more importantly, with the lowest prediction error rate when compared to other models.
Full Text
PDF
References
1. B. Zeide; Analysis of Growth Equations [J], Forest Science, 39(3), 594–616 (1993).
2. D. I. Raptis;V. Kazana; A .Kazaklis and C .Stamatiou ; Mixed-Effects Height-Diameter Models for Black Pine (Pinusnigra Arn.), Forest Management Trees, 35, 1167-1183(2021).
3. F. Jeelani; M. K. Sharma; S. E. H. Rizvi and M. I. Jeelani; Predictive Modelling and Validation for Estimating Fodder Yield of Grewiaoptiva. Malaysian Journal of Science, 36(2), 103-115.(2017).
4. F. Jeelani; M. K. Sharma; S. E. H. Rizvi and M.I .Jeelani; A Study on Cross Validation for Model Selection and Estimation, International Journal of Agricultural Sciences, 14(1), 165-172 (2018).
5. F. M. Santos; G. Terra and G. M. Chaer; Modeling the Height-Diameter Relationship and Volume of Young African Mahoganies Established in Successional Agro-Forestry Systems in North-Eastern Brazil, New Forests, 50(3), 389-407(2019).
6. F. Mosteller and J. W. Turkey; Data Analysis, Including Statistics. In Handbook of Social Psychology, Addison-Wesley, 601–720(1968).
7. H. A. Meyer; A Mathematical Expression for Height Curves, Journal of Forestry, 38, 415–420(1940).
8. I. Míchal; Obnovaekologické Stability Lesů.Praha, Academia, 169(1992).
9. K. R. Sharma; Oleoresin Tapping of Pines in India, Forest Chemicals Review, 111(3), 10-17 (2001).
10. K. Bronisz and L Mehtätalo; Mixed-Effects Generalized Height-Diameter Model for Young Silver Birch Stands on Post-Agricultural Lands, Forest Ecology and Management, 460, 117901(2020).
11. L . Menten and M .I .Michaelis; Die Kinetik Der Invertinwirkung. Biochem. Z., 49, 333–369(1913).
12. M. I. Jeelani; S. A Mir; I. Khan; N. Nazir and F. Jeelani; Rank Set Sampling in Improving the Estimates of Simple Regression Model, Pakistan Journal of Statistics and Operation Research, 11(1), 39-49(2015).
13. M. Naslund; Skogsforsoksanstaltensgallringsforsok i tallskog. (Forest research institute’s thinning experiments in Scots pine forests), MeddelandenfranstatensskogsforsoksanstaltHafte , 29, 7-9(1937).
14. M. M. Gauthier and D. F. Jacobs; Ecophysiological Drivers of Hardwood Plantation Diameter Growth under Non-Limiting Light Conditions, Forest Ecology and Management , 419–420, 220–226(2018). .
15. N. I. Hassanzad; S. J. Alavi; M. K. Ahmadi and M. Radkarmi; Comparison of Different Non-Linear Models for Prediction of the Relationship Between Diameter and Height of Velvet Maple Trees in Natural Forests (Case study: Asalem Forests, Iran), Journal of Forest Science, 62(2), 65–71(2016).
16. R Development Core Team (2019). R: A language and Environment for Statistical Computing, R Foundation for Statistical Computing, Vienna, Austria (2019).
17. R Development Core Team (2016). R: A Language and Environment for Statistical Computing. The R Foundation for Statistical Computing. Vienna, Austria. R version 3.2.4 (2016-03-10) (2016).
18. R. O. Curtis; Height-Diameter and Height-Diameter-Age Equations for Second Growth Douglas Fir, Forest Science, 13, 365–375(1967).
19. S. Kalbi; A. Fallah; P. Bettinger; S. Shatae and; R. Yousefpou; Mixed-Effects Modeling for Tree Height Prediction Models of Oriental Beech in the Hyrcanian Forest, Journal of Forestry Research, 29(5), 1195– 1204(2018).
20. S. Larson; The Shrinkage of the Coefficient of Multiple Correlations, Journal of Educational Psychology, 22(1), 45–55(1931).
21. W. R. Wykoff; N. L. Crookston and A. R. Stage; User’s Guide to the Stand Prognosis Model. USDA For. Serv. Gen. Tech. Rep, 133(1982).
22. X.Q .Zhang; S .Chhin and L. Y. Fu; Climate-Sensitive Tree Height-Diameter Allometry for Chinese Fir in Southern China, Forestry, 92, 167-176(2019).

ISSN(P) 2350-0174

ISSN(O) 2456-2378

Journal Content
Browser