Uncertainty, Learning, and the “Problem” of Dilation

Author:

Bradley Seamus,Steele Katie

Publisher

Springer Science and Business Media LLC

Subject

Logic,Philosophy

Reference23 articles.

1. Bradley, S., & Steele, K. (n.d.a). Can free evidence be bad? Value of information for the imprecise probabilist.

2. Bradley, S., & Steele, K. (n.d.b). Subjective probabilities need not be sharp.

3. Cozman, F. (2012). Sets of probability distributions, independence and convexity. Synthese, 186, 577–600.

4. Cozman, F. (n.d.). A brief introduction to the theory of sets of probability measures. http://www.poli.usp.br/p/fabio.cozman/Research/CredalSetsTutorial/quasi-bayesian.html .

5. Gilboa, I., & Schmeidler, D. (1993). Updating ambiguous beliefs. Journal of Economic Theory, 59, 33–49.

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