A HIERARCHICAL SET OF MODELS FOR SPECIES RESPONSE ANALYSIS

被引:335
作者
HUISMAN, J
OLFF, H
FRESCO, LFM
机构
[1] Laboratory of Plant Ecology, University of Groningen, Haren, 9750 AA
关键词
DIRECT GRADIENT ANALYSIS; FLUCTUATION; LOGISTIC REGRESSION; NONLINEAR REGRESSION; RESPONSE CURVE; SUCCESSION;
D O I
10.2307/3235732
中图分类号
Q94 [植物学];
学科分类号
071001 ;
摘要
Variation in the abundance of species in space and/or time can be caused by a wide range of underlying processes. Before such causes can be analysed we need simple mathematical models which can describe the observed response patterns. For this purpose a hierarchical set of models is presented. These models are applicable to positive data with an upper bound, like relative frequencies and percentages. The models are fitted to the observations by means of logistic and non-linear regression techniques. Working with models of increasing complexity allows us to choose for the simplest possible model which sufficiently explains the observed pattern. The models are particularly suited for description of responses in time or over major environmental gradients. Deviations from these temporal or spatial trends may be statistically ascribed to, for example, climatic fluctuations or small-scale spatial heterogeneity. The applicability of this approach is illustrated by examples from recent research. A combination of simple, descriptive models like those presented in this paper and causal models as developed by several others, is advocated as a powerful tool towards a fuller understanding of the dynamics and patterns of vegetational change.
引用
收藏
页码:37 / 46
页数:10
相关论文
共 48 条
[11]  
Cashen R.O., The influence of rainfall on the yield and botanical composition of permanent grass at Rothamsted, J. Agricult. Sci., 37, pp. 1-10, (1947)
[12]  
Chatfield C., The Analysis of Time Series: An Introduction., (1989)
[13]  
Clifford P., Richardson S., Hemon D., Assessing the significance of the correlation between two spatial processes, Biometrics, 45, pp. 123-134, (1989)
[14]  
Collins S.L., Bradford J.A., Sims P.L., Succession and fluctuation mArtemisia dominated grassland, Vegetatio, 73, pp. 89-99, (1987)
[15]  
Conway G.R., Glass N.R., Wilcox J.C., Fitting nonlinear models to biological data by Marquardt's algorithm, Ecology, 51, pp. 503-507, (1970)
[16]  
Cramer W., Hytteborn H., The separation of fluctuation and long‐term change in vegetation dynamics of a rising sea shore, Vegetatio, 69, pp. 157-168, (1987)
[17]  
de Leeuw J., Olff H., Bakker J.P., Year to year variation in peak above‐ground biomass of six salt‐marsh angiosperm communities as related to rainfall deficit and inundation frequency, Aquat. Bot., 36, pp. 139-151, (1990)
[18]  
BMDP Statistical Software., (1985)
[19]  
El-Shaarawi A.H., Damsleth E., Parametric and nonparametric tests for dependent data, Journal of the American Water Resources Association, 24, pp. 513-519, (1988)
[20]  
Fresco L.F.M., VEGROW: Processing of Vegetation Data. Shorthand manual v. 4.0., (1991)