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Likelihood ratios in asymptotic statistical theory
2010This thesis deals with two topics in asymptotic statistics. A concept of asymptotic optimality for sequential tests of statistical hypotheses is introduced. Sequential Probability Ratio Tests are shown to have asymptotic optimality properties corresponding to their usual optimality properties. Secondly, the asymptotic power of Pearson's chi-square test
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Improved Likelihood Ratio Statistics for Covariance Selection Models
Biometrika, 1985SUMMARY The expected value of the likelihood ratio statistic for covariance selection models, when this statistic has a closed form, is derived correct to terms of order n- 2, n being the sample size. Then a Bartlett-type correction factor is available for such statistics. By simulation, the practical use of such a correction factor is illustrated, and
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A Normal Approximation for the Multivariate Likelihood Ratio Statistics
1981For many multivariate hypotheses, under the normality assumptions, the likelihood ratio tests are optimal in the sense of having maximal exact slopes. The exact distributions needed for implementing these tests are complex and their tabulation is limited in scope and accessibility.
Govind S. Mudholkar +1 more
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Adjusting composite likelihood ratio statistics
2011Composite likelihood may be useful for approximating likelihood based inference when the full likelihood is too complex to deal with. Stemming from a misspecified model, inference based on composite likelihood requires suitable corrections. Here we focus on the composite likelihood ratio statistic for a multidimensional parameter of interest, and we ...
PACE L +2 more
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STATISTICAL BRIEFING: LIKELIHOOD RATIOS
Veterinary Radiology & Ultrasound, 2007openaire +2 more sources
Likelihood ratios and the strength of statistical evidence
The Biomedical & Life Sciences Collection, 2007openaire +1 more source
Applications to Wald, Likelihood Ratio, and Maximum Likelihood Statistics
2006openaire +1 more source
Likelihood Ratio Statistics for Autoregressive Time Series with a Unit Root
Econometrica, 1981Dickey, David A, Fuller, Wayne A
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