1. Ahmadi, K., AlaviS.J., KouchaksaraeiM.T., AertsenW. 2013. Non-linear height-diameter models for oriental beech (Fagus orientalis Lipsky) in the Hyrcanian forests, Iran. Biotechnology, Agronomy, Society and Environment, 17: 431-440. 2. Dorado, F.C., Dieguez-Aranda, U., Rodriguez, M.S., Sanchez, M., Gadow, K.V. 2006. A generalized height-diameter model including random components for radiata pine plantations in northwestern Spain. Forest Ecology and Management, 229: 202-213. 3. Fallah, A. 2009. Determination of the best diameter-height model for the Norway spruce (Picea abies [L.] H.Karst.) in Kelardasht afforestation (North of Iran). J.Appl.Sci., 9: 3870-3875. 4. Gadow, K.V., Real, P., AlvarezGonzalez, J.G. 2001. Modelizacion del crecimiento y la evolucion de los bosques. IUFRO World Series, Vol. 12, Vienna, 21p. 5. Gao, X., Li, Z., Yu, H., Jiang, Z., Wang, C., Zhang, Y., Shi, L. 2016. Modeling of the height–diameter relationship using an allometric equation model: a case study of stands of Phyllostachys edulis. Journal of forestry research, 27(2): 339-347. 6. Inoue, A., Yoshida, S. 2004. Allometric model of the height-diameter curve for even-aged pure stands of Japanese cedar (Cryptomeria japonica). J For Res, 9: 325-331. 7. Johansson, T. 2012. Site index curves for young hybrid larch growing on former farmland in Sweden. Forests, 3:723-735. 8. Krisnawati, H., Wang, Y., Ades, P.K. 2010. Generalized height-diameter model for Acacia mangium Willd. plantations in South Sumatra. J.For. Res., 7:1-19. 9. Lei, X., Peng, C., Wang, H.Zhou, X. 2009. Individual height-diameter models for young black spruce (Picea mariana) and jack pine (Pinus banksiana) plantations in New Brunswick, Canada. Forest. Chron, 85: 43-56. 10. Liu, M., Feng, Z., Zhang, Z., Ma, C., Wang, M., Lian, B.L., Zhang, L. 2017. Development and evaluation of height diameter at breast models for native Chinese Metasequoia. PloS one, 12(8): e0182170. 11. Lumbres, R. I. C., Lee, Y. J., Seo, Y. O., Kim, S. H., Choi, J. K., Lee, W. K. 2011. Development and validation of nonlinear height–DBH models for major coniferous tree species in Korea. Forest Science and Technology, 7(3): 117-125. 12. Mehtätalo, L., de-Miguel, S., Gregoire, T.G. 2015. Modeling height-diameter curves for prediction. Canadian Journal of Forest Research, 45(7): 826-837. 13. Özçelik, R., Diamantopoulou, M.J., CrecenteCampo, F., Eler, F. 2013. Estimating Crimean juniper tree height using nonlinear regression and artificial neural network models. Forest Ecology and Management, 306: 52-60. 14. Parresol, B.R. 1992. Bald cypress height diameter equations and their prediction confidence intervals. Canadian Journal of Forest Research, 22(9): 1429-1434. 15. Petráš, R., Bošeľa, M., Mecko, J., Oszlányi, J., Popa, I. 2014. Height-diameter models for mixed-species forests consisting of spruce, fir, and beech. Folia ForestaliaPolonica, 56(2): 93-104. 16. Robinson, A.P., Wykoff, W.R. 2004. Imputing missing height measures using a mixed-effects modeling strategy. Can.J.For. Res., 34: 2492-2500. 17. Sánchez, C.A.L., Varela, J.G., Dorado, F.C., Alboreca, A.R., Soalleiro, R.R., González, J.G.Á. 2003. A height-diameter model for Pinus radiata D. Don in Galicia (Northwest Spain). Ann.For. Sci., 60: 237-245. 18. Stark, H., Nothdurft, A., Bauhus, J. 2013. Allometries for widely spaced Populus ssp. and Betula ssp. in nurse crop systems. Forests, 4:1003-1031. 19. Staudhammer, C., LeMay, V. 2000. Height prediction equations using diameter and stand density measures. Forest. Chron., 76: 303-309. 20. Vargas-Larreta, B., Dorado, F.C., LvarezGonzalez, G.J., Barrio-Anta, M., CruzCobos, F. 2009. A generalized height-diameter model with random coefficients for uneven aged stands in El Salto, Durango (Mexico). Forestry, 82: 445-462. 21. Yuancai, L., Parresol, B.R. 2001. Remarks on height-diameter modeling. Research Note SE-10, USDA, Forest Service, Southern Research Station, Asheville, NC, USA, 8p. 22. Zang, H., Lei, X., Zeng, W. 2016. Height–diameter equations for larch plantations in northern and northeastern China: a comparison of the mixed-effects, quantile regression and generalized additive models. Forestry: An International Journal of Forest Research, 89(4): 434-445. 23. Zhang, L. 1997. Cross-validation of non-linear growth functions for modeling treeheight–diameter relationships. Annals of Botany, 79(3): 251-257.
|