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Line 52: An efficient technical scheme to construct the trajectories used in the EE method is presented in the original paper by Morris while an improvement strategy aimed at better exploring the input space is proposed by Campolongo et al.. [[File:Mu_mustar_sigma.jpg\|thumb \| left \| 350px \| Figure 3: Advantage of using the revised measure <math> \mu^* </math> instead of the couple of measures {<math> \mu </math>, <math> \sigma </math>}: the measure alone provides a rank of the inputs and allows the identification of non-influent input factors. The test is exemplified on the ''g''-function which is a standard function used to test sensitivity analysis methods.]] ==References==

Elementary effects method: Difference between revisions