On the relation between gnostical and probability theories
Zdeněk Fabián (1997)
Kybernetika
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Displaying similar documents to “Inference on overlap coefficients under the Weibull distribution : equal shape parameter”
On the relation between gnostical and probability theories
On the existence and uniqueness of the maximum likelihood estimators of normal and lognormal population parameters with grouped data.
Xia, Jin, Mi, Jie, Zhou, Yanyan (2009)
Journal of Probability and Statistics
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A new approach to estimate the critical constant of selection procedures.
Chen, E.Jack, Li, Min (2010)
Advances in Decision Sciences
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Confidence intervals for reliability functions of an exponential distribution under random censorship
José Villén-Altamirano (1990)
Kybernetika
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Probabilities of discrepancy between minima of cross-validation, Vapnik bounds and true risks
Przemysław Klęsk (2010)
International Journal of Applied Mathematics and Computer Science
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Two known approaches to complexity selection are taken under consideration: n-fold cross-validation and structural risk minimization. Obviously, in either approach, a discrepancy between the indicated optimal complexity (indicated as the minimum of a generalization error estimate or a bound) and the genuine minimum of unknown true risks is possible. In the paper, this problem is posed in a novel quantitative way. We state and prove theorems demonstrating how one can calculate pessimistic...
Analysis of a measurement information
Igor Vajda, Karel Eckschlager (1980)
Kybernetika
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Three methods for constructing reference prior distributions.
Eusebio Gómez Sánchez-Manzano, Miguel A. Gómez Villegas (1990)
Revista Matemática de la Universidad Complutense de Madrid
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Three methods are proposed for constructing reference prior densities for certain biparametric distribution families. These densities represent approximations to the Bayesian concept of noninformative distribution.