Derivative based global sensitivity measures

By Sergei S. Kucherenko, Bertrand Iooss. 2014

126 citations recorded by the source corpus.

The method of derivative based global sensitivity measures (DGSM) has recently become popular among practitioners. It has a strong link with the Morris screening method and Sobol' sensitivity indices and has several advantages over them. DGSM are very easy to implement and evaluate numerically. The computational time required for numerical evaluation of DGSM is generally much lower than that for estimation of Sobol' sensitivity indices. This paper presents a survey of recent advances in DGSM concerning lower and upper bounds on the values of Sobol' total sensitivity indices $S\_{i}^{tot}$. Using these bounds it is possible in most cases to get a good practical estimation of the values of $S\_{i}^{tot} $. Several examples are used to illustrate an application of DGSM.

Subfields: Mechanics of Materials, Statistics and Probability

View Paper: https://www.semanticscholar.org/paper/cc9adbcebd8736cd69b686f5471cb0861905110d

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In Mechanics of Materials

  1. Francesca Pianosi
  2. Thorsten Wagener

In Statistics and Probability

  1. Thorsten Wagener
  2. Francesca Pianosi
  3. Jim W. Hall
  4. David B. Stephenson
  5. Jonathan Rougier
  6. Jim Freer
  7. Keith Beven
  8. Fanny Sarrazin

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