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Testing H_{0}:sigma_{1}=sigma_{2},quad text{vs.}quad H_{A}: ;sigma_{1}neq sigma_{2} in the model of the present section means checking equality of scaling parameters.
Gaussian correlation models and likelihood ratio tests for checking equality of variances of two dependent random variables are studied in Section 2. The content of this section is of some interest of its own although it might be partly known to the reader.
Testing the differential expression of the pathway is achieved by checking equality of means, i.e, by testing H0 : μ1 = μ2.
In this study, because of its simplicity Scott-Smith test will be used for checking equality of BMD means for the age groups.
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We implement the graph equality check by defining a pair of helper functions for each type of fingerprint that compute a hash code and provide a function to check equality of two AGraphML graphs respectively.
It is evident that equal variance assumption is violated for all the cases we consider (Tables 1– 6) and that leads us to check equality of means under heteroscedasticity.
We employed both descriptive and multivariate statistical methods in our analysis, including Mantel-Haenzel chi-square tests to check equality of distributions of the black and white subsamples, and three different multivariate models to regress the EOG scores on a series of covariates.
A plain conversion is not advisable, as in this case, we could compare two encrypted values simply by converting their contents to memory addresses for checking their equality.
Alternatively, if no statistical significant interaction was verified, means were compared using results obtained for EB and GI that were classified using a simple t-test (after checking the equality of variances through Levene's test), since there were fewer than three groups.
In the same way, by virtue of (2.33), the right-hand side is equal to Therefore, it only remains to check the equality.
We propose two methods which, essentially, check the equality of the rational canonical forms of certain matrices with coefficients in C associated to each of the modules.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com