Arditi R, Akçakaya H R
Institute of Zoology and Animal Ecology, University of Lausanne, CH-1015, Lausanne, Switzerland.
Department of Ecology and Evolution, State University of New York at Stony Brook, 11794-5245, Stony Brook, NY, USA.
Oecologia. 1990 Jun;83(3):358-361. doi: 10.1007/BF00317560.
The usual method of estimating the mutual interference constant, m, assumes a linear (type I) functional response of predators. In the cases where the response is not linear, the application of the method introduces a bias in the estimation of the searching efficiencies. It is shown that, as a consequence, the value of m is underestimated. A new method is proposed, which allows for a type II functional response due to a handling time. A comparative analysis of 15 data sets from the literature shows that the proposed method gives values of m that are consistently higher than those estimated by the traditional method. The new method calculates the parameters with nonlinear regression and provides standard errors for the estimates. Therefore, the reliability of the searching efficiencies, the handling time and the constant m can be quantified. Very few of the interference constants are significantly different from m=1. This special value implies that the functional response is a function of the ratio of prey and predator densities. These empirical findings support the suggestion of Arditi and Ginzburg (1989) that the functional response might often be ratio-dependent, especially in complex and heterogeneous situations.
估计相互干扰常数m的常用方法假定捕食者具有线性(I型)功能反应。在反应不是线性的情况下,该方法的应用会在搜索效率的估计中引入偏差。结果表明,m的值因此被低估。提出了一种新方法,该方法考虑了由于处理时间导致的II型功能反应。对文献中的15个数据集进行的比较分析表明,所提出的方法给出的m值始终高于传统方法估计的值。新方法通过非线性回归计算参数,并为估计值提供标准误差。因此,可以量化搜索效率、处理时间和常数m的可靠性。很少有干扰常数与m = 1有显著差异。这个特殊值意味着功能反应是猎物与捕食者密度之比的函数。这些实证结果支持了Arditi和Ginzburg(1989)的建议,即功能反应可能经常是比率依赖的,特别是在复杂和异质的情况下。