段爱国,张建国,童书振. 2003. 6种生长方程在杉木人工林林分直径分布上的应用.林业科学研究, 16(4): 423-429. (Duan A G, Zhang J G, Tong S Z. 2003. Application of six growth equations on stands diameter structure of Chinese fir plantations. Forest Research,16(4): 423-429. [in Chinese]) 高 峻,郑群瑞,杨斌生,等. 1998. 福建万木林自然保护区植被研究.上海师范大学学报:自然科学版,27(1): 77-82. (Gao J, Zheng Q R, Yang B S, et al. 1998. Study on the vegetation Wanmulin Reserve of Jian'ou of Fujian Province. Journal of Shanghai Teachers University:Natural Sciences,27(1): 77-82. [in Chinese]) 郭 芳,赵新振,殷鸣放,等. 2008. 非参数核密度估计在阔叶红松天然林直径分布研究中的应用.河南农业大学学报, 42(3): 303-307. (Guo F, Zhao X Z, Yin M F, et al. 2008. Application of nonparametric kernel density estimation to research into diameter distribution of broadleaved Pinus koraiensis natural stand. Journal of Henan Agricultural University, 42(3): 303-307. [in Chinese]) 何友钊. 1989. 建瓯县万木林保护区史事考.林史文集, 1(1): 139-140. (He Y Z. 1989. Historical issue of Wanmulin Reserve of Jian'ou County. Forest History Study, 1(1): 139-140. [in Chinese]) 黄清麟. 1998a. 亚热带天然阔叶林经营中的五大误区.世界林业研究, 11(4): 31-34. (Huang Q L. 1998a. Misunderstanding of the management of natural broadleaved forest in the subtropics.World Forestry Research, 11(4): 31-34. [in Chinese]) 黄清麟. 1998b. 中亚热带天然阔叶林可持续经营技术研究. 北京: 北京林业大学硕士学位论文. (Huang Q L. 1998b. Study on sustainable management technology of natural broad-leaved forest of the mid-subtropical zone. MS thesis of Beijing: Beijing Forestry University. [in Chinese]) 黄清麟,李元红. 1999a. 中亚热带天然阔叶林研究综述.福建林学院学报, 19(2): 189-192. (Huang Q L, Li Y H. 1999a. A brief review on the research of natural broad-leaved forest in the mid-subtropical zone. Journal of Fujian College of Forestry, 19(2): 189-192. [in Chinese]) 黄清麟,董乃钧,李元红. 1999b. 福建中亚热带天然阔叶林的主要类型与特征. 山地学报, 17(4): 368-374. (Huang Q L, Dong N J, Li Y H. 1999b. Main types and characteristics of natural broad leaved forest of the mid-subtropical zone in Fujian Province. Journal of Mountain Science, 17(4): 368-374. [in Chinese]) 黄清麟,李志明,郑群瑞. 2003. 福建中亚热带天然阔叶林理想结构探讨. 山地学报, 21(1): 116-120. (Huang Q L, Li Z M, Zheng Q R. 2003. A discussion on the ideal structure of natural broad-leaved forest in the mid-subtropical zone of Fujian Province. Journal of Mountain Science, 21(1): 116-120. [in Chinese]) 黄清麟,罗发潘,郑群瑞.1995.闽北天然阔叶林林层特征研究.福建林学院学报, 15(1):17-21. (Huang Q L, Luo F P, Zheng Q R. 1995. Vertical structure of natural broad-leaved forest in North Fujian. Journal of Fujian College of Forestry, 15(1): 17-21. [in Chinese]) 梁小筠. 1997. 正态性检验. 北京:中国统计出版社. (Liang X J. 1997. Normality test. Beijing: China Statistics Press. [in Chinese]) 刘福香. 2013. 大兴安岭地区天然落叶松-白桦混交林分树种直径分布研究. 哈尔滨:东北林业大学博士学位论文. (Liu F X. 2013. Diameter distributions of individual species components of natural mixed forest of Larix gmelinii-Betula platyphylla in Daxing'an Mountains. Harbin: PhD thesis of Northeast Forestry University. [in Chinese]) 刘 健,陈平留,陈昌雄. 1996. 天然针阔混交林林分结构规律的研究.华东森林经理, 10(4): 1-4. (Liu J, Chen P L, Chen C X. 1996. Study on the stand structure law of natural mixed stand of conifer and broad-leaved trees. East China Forest Management, 10(4): 1-4. [in Chinese]) 孟宪宇. 2006. 测树学.3版.北京:中国林业出版社. (Meng X Y. 2006. Forest mensutation.3rd Edition. Beijing: China Forestry Publishing House. [in Chinese]) 孟宪宇,张 弘. 1996. 闽北杉木人工林单木模型.北京林业大学学报, 18(2): 1-9. (Meng X Y. Zhang H. 1996. An individual model for Chinese fir plantations in Fujian Province. Journal of Beijing Forestry University, 18(2): 1-9. [in Chinese]) 孟宪宇. 1985. 使用Weibull分布对人工油松林直径分布的研究.北京林学院学报, 7(1): 30-39. (Meng X Y. 1985.A study on diameter distribution of some artificial Pinus tabulaeformis stands by using the Weibull function. Journal of Beijing Forestry College, 7(1): 30-39. [in Chinese]) 孟宪宇.1991.削度方程和林分直径结构在编制材种表中的重要意义.北京林业大学学报,13(2):14-20. (Meng X Y.1991.The significance of taper equations and stand diameter structures in development merchantable volume tables.Journal of Beijing Forestry University,13(2):14-20. [in Chinese]) 彭少麟,王伯荪.1983.鼎湖山森林群落分析Ⅰ.物种多样性.生态科学, (1):11-17. (Peng S L, Wang B S. 1983. Analysis on the forest communities of DinghushanⅠ. species diversity. Ecologic Science, (1): 11-17. [in Chinese]) 徐化成. 2004. 森林生态与生态系统经营. 北京:化学工业出版社. (Xu H C. 2004. Forest ecology and ecosystem management. Beijing: Chemical Industry Press. [in Chinese]) 徐健君. 1999. 非参数核密度估计在岷江冷杉天然林直径分布研宄中的应用.甘肃林业科技, 24(4): 22-26. (Xu J J. 1999. An application of non-parameter nucle-densiety estimation on research of diameter distribution of Abies faxoniana natural forest. Journal of Gansu Forestry Science and Technology, 24(4): 22-26. [in Chinese]) 许彦红,杨宇明,杜 凡,等. 2004. 西双版纳热带雨林林分直径分布研究.西南林学院学报, 24(2):16-18. (Xu Y H, Yang Y M, Du F, et al. 2004. A study on stand structure of the tropical rainforest in Xishuangbanna of Yunnan Province, Journal of Southwest Forestry College, 24(2): 16-18. [in Chinese]) 张建国,段爱国,童书振. 2004. 林分直径结构模拟与预测研究概述.林业科学研究, 17(6): 787-795. (Zhang J G, Duan A G, Tong S Z. 2004. Review on the modeling and prediction of stand diameter structure. Forest Research, 17(6): 787-795. [in Chinese]) 周国模,王瑞铨,俞双群,等. 1994. 庆元县人工杉木林直径分布的研究.华东森林经理, 10(1): 18-32. (Zhou G M, Wang R Q, Yu S Q, et al. 1994. Study on the diameter distribution of artificial chinese fir forest in Qingyuan County. East China Forest Management, 10(1): 18-32. [in Chinese]) 中国植被编辑委员会. 1980.中国植被. 北京: 科学出版社. (Chinese Vegetation Editorial Board. 1980. Chinese vegetation. Beijing: Science Press. [in Chinese]) 庄崇洋. 2016. 中亚热带天然阔叶林林层特征研究.北京:中国林业科学研究院博士学位论文. (Zhuang C Y. 2016. Study on the storeys characteristics of natural broad-leaved forests in middle-subtropical zone. Beijing: PhD thesis of Chinese Academy of Forestory. [in Chinese]) Bailey R L, Dell T R.1973.Qualifying diameter distributions with the Weibull function.Forest Science,19(2):97-104. Bailey R L. 1980. Individual tree growth derived from diameter distribution models. Forest Science, 26(4): 626-632. Borders B E, Patterson W D. 1990. Projecting stand tables: a comparison of the Weibull diameter distribution method, a percentile-based projection method and a basal area growth projection method. Forest Science, 36(2): 413-424. Borders B E, Surfer R A, Bailey R L, et al. 1987.Percentile-based distributions characterize forest stand tables. Forest Science, 33(2): 570-576. Burk T E, Newberry J D. 1984. A simple algorithm for moment-based recovery of Weibull distribution parameters. Forence Science, 30(2): 329-332. Cao Q V. 2004. Predicting parameters of a Weibull function for modeling diameter distribution. Forest Science, 50(5): 682-685. Clutter J L, Bennett F A. 1965. Diameter distributions in old-field slash pine plantations(Report 13). Macon:Report of Georgia Forest Research Council. Clutter J L, Harms W R, Brister G H, et al. 1984. Stand structure and yields of site-prepared loblolly pine plantations in the lower coastal plain of the Carolinas, Georgia, and north Florida. USDA Forest Service, Southeastern Forest Experiment Station, Asheville, General Technical Report SE-27. Dressier T D, Burk T E. 1989. A test of nonparametric smoothing diameter distribution stand. Scandinavian Journal of Forest Research, 4(1/4): 407-415. Gingrich S F. 1967. Mesuring and evaluating stock and stand density in upland hardwood forest in the Central States. Forest Science, 13(1):38-53. Goelz J C G, Leduc D J. 2002. A. model describing growth and development of longleaf pine plantations: consequences of observed stand structures of structure of the model (U.S. Department of Agriculture,Forest Service, Gen Tech Rep SRS-48),Asheville: Report of Southern Research Station. Hafley A M, Schreuder H T. 1977. Statistical distributions for fitting diameter and height data in even-aged stands. Canadian Journal of Forest Research, 7(3): 481-487. Hara A, Malt M, Tokola T. 1997. The k-nearest neighbour method for estimating basa1 area diameter distribution. Scandinavian Journal of Forest Research, 12(2): 200-208. Ishikawa Y. 1998. Analysis of the diameter distribution using the Richards distribution function,3: relationship between mean diameter or diameter variance and parameter mork of uniform and even-aged stands. Japanese Journal of Forest Planning, 31: 15-18. Knoke T, Plusczyk N. 2001. On economic consequences of transformation of a spruce (Picea abies (L.) Karst) dominated stand form regular into irregular age structure. Forest Ecology and Management, 151(1/3): 163-179. Leak W B. 1964. An expression of diameter distribution for unbalanced, uneven-aged stands and forests. Forest Science, 10(1): 39-50. Liu C, Zhang L, Davis C J, et al. 2002. A finite mixture model for characterizing the diameter distribution of mixed-species forest stands. Forest Science, 48(4): 653-661. Maltamo M, Kangas A, Uuttera J, et al. 2000. Comparison of percentile based prediction methods and the Weibull distribution in describing the diameter distribution of heterogeneous scots pine stands. Forest Ecology and Management, 133(3): 263-274. Meyer H A. 1952. Structure, growth, and drain in balanced unevenaged forests. Journal of Forestry, 50(2): 85-92. Nelson D M. 1964. Diameter distribution and growth of loblolly pine. Forest Science, 10(1): 105-114. |