[1] 王孝安,冯杰,张怀.1994.甘肃马衔山林区植被的数量分类与排序[J].植物生态学报,18(3):271~282. [2] 王国宏.2002.祁连山北坡中段植物群落多样性的垂直分布格局[J].生物多样性,10(1):7~14. [3] 朱源,邱扬,傅伯杰,等.2004.河北坝上草原东沟植物群落生态梯度的数量分析[J].应用生态学报,15(5):799~802. [4] 江洪.1994.川西北甘南云冷杉林的DCA排序、环境解释和地理分布模型的研究[J].植物生态学报,18(3):209~218. [5] 米湘成,张金屯,张峰,等.1996.山西高原植被与气候的关系分析及植被数量区划的研究[J].植物生态学报,20(6):549~560. [6] 阳含熙,卢泽愚.1983.植物生态学的数量分类方法[M].北京:科学出版社. [7] 张利权.1987.瑞典河漫滩草甸植被的数量分类和排序[J].植物生态学与地植物学学报,11(3):171~182. [8] 张金屯.1991.植被数量分类和排序的发展[J].山西大学学报(自然科学版),14(2):215~224. [9] 张金屯.1995.植被数量生态学方法[M].北京:中国科学技术出版社. [10] 张金屯.1998.典范主分量分析及其在山西植被与气候关系分析中的应用[J].地理学报,53(3):256~263. [11] 张新时.1991.西藏阿里植物群落的间接梯度分析:数量分类与环境解释[J].植物生态学与地植物学学报,15(2):101~113. [12] 李绍忠.1987.辽东三块石天然次生林的排序[J].植物生态学与地植物学学报,11(4):264~275. [13] 李斌,张金屯.2003.黄土高原植物群落生态关系研究[J].农业环境科学学报,22(4):471~473. [14] 沈泽昊,张新时.2000.三峡大老岭地区森林植被的空间格局分析及其地形解释[J].植物学报,42(10):1089~1095. [15] 沈禹颖,阎顺国,朱兴运.1994.河西走廊盐化草甸主要植物群落分布特点及其土壤环境特征[J].植物生态学报,18(1):95~102. [16] 郑慧莹,李建东,祝廷成.1986.松嫩平原南部植物群落的分类和排序[J].植物生态学与地植物学学报,10(3):171~179. [17] 施维德.1983.四川省缙云山森林群落的分类和排序[J].植物生态学与地植物学丛刊,7(4):299~312. [18] 赵志模,郭依泉.1990.群落生态学原理与方法[M].重庆:科学技术文献出版社重庆分社. [19] 郭水良,曹同.2000.长白山森林生态系统树附生苔藓植物分布与环境关系研究[J].生态学报,20(6):922~931. [20] 钱宏.1990.长白山高山冻原植物群落的数量分类和排序[J].应用生态学报,1(3):254 263. [21] 黄净,韩进轩,阳含熙.1993.长白山北坡阔叶红松林的DCA排序分析[J].植物生态学与地植物学学报,17(3):193~206. [22] 潘代远,孔令韶,金启宏.1995.新疆呼图壁盐化草甸群落的DCA、CCA及DCCA分析[J].植物生态学报,19(2):115~127 [23] Austin MP. 1985. Continuum concept, ordination methods, and niche theory [J]. Ann. Rev. Ecol. Syst., 16:39~61. [24] Austin MP. 2002. Spatial prediction of species distribution: An interface between ecological theory and statistical Modeling [J].Ecol. Model., 157:101 ~ 118. [25] Goodall DW. 1954. Objective methods for the classification of vegetation Ⅲ. An assay in the use of factor analysis [J]. Aust.J. Bot., 3: 304~ 324. [26] Guisan A, Weisis SB, Weisis AD. 1999. GLM versus CCA spatial modeling of plant species distribution [J]. Ecology, 143: 107~122. [27] Guisan A, Edwards TCJ, Hastie T. 2002. Generalized linear and generalized additive models in studies of species distributions:Setting the scene [J]. Ecol. Model., 157: 89~ 100. [28] Hill MO, Gauch HG. 1980. Detrended correspondence analysis:An improved ordination [J]. Vegetation, 42: 47 ~ 58. [29] Hill MO. 1974. Correspondence analysis: A neglected multivariate method [J]. J. Roy. Statis . Soc. Series C, 23:340~354. [30] Hill MO. 1973. Reciprocal averaging, an eigenvector method of ordination [J]. J. Ecol., 61: 237 249. [31] Jongman RHG, Ter Braak CJF, Van Tongeren OFR. 2002. Data Analysis in Community and Landscape Ecology [M]. Wageningen: Pudoc. [32] Kershaw KA, Looney JHH. 1985. Quantitative and Dynamic Plant Ecology (3rd edition) [M]. London:Edward Arnold. [33] Oksanen J, Minchin PR. 2002. Continumm theory revisited:What shape are species responses along ecological gradients [J].Ecol. Model., 157:119~129. [34] Swaine MD, Greig-Smith P. 1980. An application of principal components analysis to vegetation change in permanent plots[J].J.Ecol.,68:33~41. [35] Ter Braak CJF, Prentice IC. 1988. A Theory of Gradient Analysis [J]. Adv. Ecol. Res., 18:271 ~317. [36] Ter Braak CJF, Smilauer P. 2002. CANOCO Reference Manual and CanoDraw for Windows User's Guide: Software for Canonical Community Ordination (version 4. 5 ) [M]. Ithaca, NY USA: Microcomputer Power, 500. [37] Ter Braak CJF. 1985. Correspondence Analysis of Incidence and Abundance Data: Properties in Terms of a Unimodal Response Modal [J]. Biometrics, 41: 859~ 873. [38] Ter Braak CJF. 1986. Canonical correspondence analysis: A new eigenvector method for multivariate direct gradient analysis [J].Ecology, 67:1167~ 1179. [39] Ter Braak CJF. 1987. The analysis of vegetation-environment relationships by canonical correspondence analysis [J]. Vegetation,69:69~77. [40] Ter Braak CJF. 1994. Canonical community ordination. Part Ⅰ:Basic theory and linear methods [J]. Ecoscience, 1:127~140. [41] Ter Braak CJF. 1995. Canonical correspondence analysis and related multivariate methods in aquatic ecology [J]. Aqua. Sci.,55:255 ~ 289. [42] Yee TM, Mackenzie M. 2002. Vector generalized additive models in plant ecology [J]. Ecol. Model., 157:141 ~ 156. |