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Is information always informative?
Given justification in the methods section, we build informative Gaussian or Cauchy priors using the inferred means, μ i, and variances, σ i, of growth rates from N previously analysed curves in a cluster.
The justification for a Bayesian approach and non-informative priors for spatial correlations among histotypes is that the approach can be used to increase comparability among studies.
What is the justification for Gaussian models in building the posterior and non informative priors?
28 A course of study needs to be objective and sufficiently informative to encourage independent thought that will lead to measured decisions to donate and can be conveyed with justification to relatives.
Highly informative.
Or informative?
Hugely informative.
There's your justification.
And with some justification".
Informative article.
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