Sensitivity analysis of complex models

被引:52
作者
Drechsler, M [1 ]
机构
[1] Univ Melbourne, Sch Bot, Melbourne, Vic, Australia
关键词
parameter uncertainty; rank order; population model; sensitivity analysis; regression analysis; principal components analysis;
D O I
10.1016/S0006-3207(98)00021-4
中图分类号
X176 [生物多样性保护];
学科分类号
090705 ;
摘要
The analysis of models is a considerable problem when there is uncertainty in the model parameters and when the model parameters interact and determine the model output in a non-linear way. Usually, sensitivity analysis is applied to deal with the problem of uncertainty. However, if non-linearities and parameter interactions are strong, a sensitivity analysis is valid only in a small region around the chosen parameter combination. Moreover, the result of a sensitivity analysis will depend on the values assigned to the model parameters. A method is suggested in this paper which may be regarded as the 'sensitivity analysis of a sensitivity analysis'. It determines how sensitively the output of a sensitivity analysis depends on the values assigned to the model parameters. The results of this analysis are used to identify those parameter combinations which encompass most of the variability in the output of a sensitivity analysis. (C) 1998 Elsevier Science Ltd. All rights reserved.
引用
收藏
页码:401 / 412
页数:12
相关论文
共 23 条
[1]  
AKCAKAYA HR, 1991, ECOL MODEL, V54, P133
[2]  
BECK MB, 1983, INT SERIES APPL SYST, V12, P425
[4]   ELASTICITY - THE RELATIVE CONTRIBUTION OF DEMOGRAPHIC PARAMETERS TO POPULATION-GROWTH RATE [J].
DEKROON, H ;
PLAISIER, A ;
VANGROENENDAEL, J ;
CASWELL, H .
ECOLOGY, 1986, 67 (05) :1427-1431
[5]   Uncertainty in population dynamics and its consequences for the management of the orange-bellied parrot Neophema chrysogaster [J].
Drechsler, M ;
Burgman, MA ;
Menkhorst, PW .
BIOLOGICAL CONSERVATION, 1998, 84 (03) :269-281
[6]   Trade-offs between local and regional scale management of metapopulations [J].
Drechsler, M ;
Wissel, C .
BIOLOGICAL CONSERVATION, 1998, 83 (01) :31-41
[7]   Quasiextinction Probabilities as a Measure of Impact on Population Growth [J].
Ginzburg, Lev R. ;
Slobodkin, Lawrence B. ;
Johnson, Keith ;
Bindman, Andrew G. .
RISK ANALYSIS, 1982, 2 (03) :171-181
[8]  
Goodman D., 1987, P11, DOI 10.1017/CBO9780511623400.003
[9]  
Henderson-Sellers B., 1993, MODELLING CHANGE ENV
[10]  
Hosmer D., 1989, APPL LOGISTIC REGRES