In mathematical modeling, determining most influential parameters on outputs is of major importance. Thus, sensitivity analysis of parameters plays an important role in model validation. We give detailed procedure of constructing a new derivative estimator for general performance measure in Gaussian systems. We will take advantage of using score function and measure-value derivative estimators in our approach. It is shown that the proposed estimator performs better than other estimators for a dense class of test functions in the sense of having smaller variance.
Mirabi, K., & Arashi, M. (2017). Mixed two-stage derivative estimator for sensitivity analysis. Journal of Mathematical Modeling, 5(1), 41-52. doi: 10.22124/jmm.2017.2211
MLA
Kolsoom Mirabi; Mohammad Arashi. "Mixed two-stage derivative estimator for sensitivity analysis". Journal of Mathematical Modeling, 5, 1, 2017, 41-52. doi: 10.22124/jmm.2017.2211
HARVARD
Mirabi, K., Arashi, M. (2017). 'Mixed two-stage derivative estimator for sensitivity analysis', Journal of Mathematical Modeling, 5(1), pp. 41-52. doi: 10.22124/jmm.2017.2211
VANCOUVER
Mirabi, K., Arashi, M. Mixed two-stage derivative estimator for sensitivity analysis. Journal of Mathematical Modeling, 2017; 5(1): 41-52. doi: 10.22124/jmm.2017.2211