
Conditional Monte Carlo revisited
Conditional Monte Carlo refers to sampling from the conditional distribu...
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Fiducial and Posterior Sampling
The fiducial coincides with the posterior in a group model equipped with...
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Conditional probability and improper priors
The purpose of this paper is to present a mathematical theory that can b...
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Fiducial Symmetry in Action
Symmetry is key in classical and modern physics. A striking example is c...
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Conditional probability in Renyi spaces
In 1933 Kolmogorov constructed a general theory that defines the modern ...
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Statistics with improper posteriors
In 1933 Kolmogorov constructed a general theory that defines the modern ...
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Optimal Learning from the DoobDynkin lemma
The DoobDynkin Lemma gives conditions on two functions X and Y that ens...
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On the proper treatment of improper distributions
The axiomatic foundation of probability theory presented by Kolmogorov h...
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Conditional fiducial models
The fiducial is not unique in general, but we prove that in a restricted...
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Improper posteriors are not improper
In 1933 Kolmogorov constructed a general theory that defines the modern ...
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Gunnar Taraldsen
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