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contribution of each input to the output variance vs contribution of each input on the output variance

Both phrases are correct, but they are used in slightly different contexts. 'Contribution of each input to the output variance' is commonly used in statistical analysis to describe the impact of individual inputs on the overall output variance. On the other hand, 'Contribution of each input on the output variance' is also correct but less commonly used. It implies a similar meaning but may not be as widely recognized.

Last updated: March 17, 2024 • 725 views

contribution of each input to the output variance

This phrase is correct and commonly used in statistical analysis.

This phrase is used to describe the impact of individual inputs on the overall output variance in statistical analysis.
  • May 19, 2015 ... In particular, the variance of each model output is used as a measure of uncertainty, and the contribution of each input to the output variance is ...
  • The ratio of the contribution of each input to the output variance and the total variance of the output is referred to as the first order sensitivity index and can be ...
  • contribution of each input to the output variance with respect to the total variance of the output as the first order sensitivity index. This index can be used to rank ...
  • Jul 20, 2015 ... effect of variance contribution of each input to the output variance (Saltelli et al., 1999), and thus FAST indices are equivalent to the Sobol' first ...

Alternatives:

  • impact of each input on the output variance
  • influence of each input on the output variance
  • effect of each input on the output variance
  • contribution of each factor to the output variance

contribution of each input on the output variance

This phrase is correct but less commonly used.

This phrase implies a similar meaning to the first one but may not be as widely recognized in statistical analysis.

Alternatives:

  • impact of each input on the output variance
  • influence of each input on the output variance
  • effect of each input on the output variance
  • contribution of each factor to the output variance

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