Alternatives toR-tests

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Restricted Alternatives Tests in Competing Risk Analyses

CICILIA YUKO WADA. Restricted Alternatives Tests in Competing Risk Analyses. (Under the direction of Dr. P.K. SEN) The objective of the present study is to derive a union-intersection test statistic for subhypotheses against restricted alternatives in a competing risk situation with k causes of failure and p concomitant variables. Asymptotic properties of the proposed tests are investigated and...

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Asymptotic Distribution of Ui - Lmpr Tests for Restricted Alternatives

For testing against some restricted alternatives, in the light of the most stringency and somewhere most powerful character, the UI-LMPR tests are asymptotically optimal. The asymptotic distribution theory of such UI-LMPR test statistics is developed , and the same is incorporated in the comparative study of the asymptotic powers of the restricted UI-LMPR tests and their unrestricted versions (...

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Nonparametric tests for data in randomised blocks with Ordered alternatives

For randomized block designs, nonparametric treatment comparisons are usually made using the Friedman test for complete designs, and the Durbin test for incomplete designs; see, for example, Conover (1998). This permits assessment of only the mean rankings. Such comparisons are here extended to permit assessments of bivariate effects such as the linear by linear effect and the quadratic by line...

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Goodness of T Tests for \chimeric" Alternatives 1

In this paper we discuss nonparametric goodness of t theory for alternatives , which, in practical terms, manifest themselves not as a \smooth" and \small" deviation \everywhere", but as still not big systematic \stains" or highly oscillating patterns as compared to the regular null hypothesis.

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Likelihood Ratio Tests under Local Alternatives in Regular Semiparametric Models

We consider the behavior of likelihood ratio statistics for testing a finite dimensional parameter, or functional of interest, under local alternative hypotheses in regular semiparametric problems. These are problems where √ n–regular estimates of the parameter/functional of interest exist and, in particular, the MLE converges at √ n rate to the true value and is asymptotically normal and effic...

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ژورنال

عنوان ژورنال: Acta Crystallographica Section A Foundations of Crystallography

سال: 1981

ISSN: 0108-7673

DOI: 10.1107/s0108767381090004