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Longitudinal comparisons (e.g. a comparison before and after training) avoid these problems of comparison groups but introduce temporal variation, such as variable yearly rainfall or fluctuating market prices.
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We also touch the problem of comparison of results in various scales of spaces.
We focus our attention upon the problem of comparison for only one of the components of solution vector.
In the rest of this subsection we study the problem of comparison of two additive frailty models in (4) based on the relative mean residual life order.
The problem of comparison of conditions (12) and (15) leads to the problem of a change of summation for double series.
Let us change the formulation and focus our attention upon the problem of comparison for only one of the components of solution vector.
This paper considers the problem of comparison of fractional factorial designs in model identification and model discrimination from a class of models.
This paper is concerned with the problem of comparison of two non-probabilistic set-theoretical models for dynamic response and buckling failure measures of bars with unknown-but-bounded initial imperfections.
One is the "problem of comparison", or how to compare very differently structured elements (many multi-domain proteins are only homologous along parts of their sequences); the other is the "problem of origin", or how to determine which members in a complex family of proteins share a common ancestral gene.
Recently, the problem of comparison of gene vectors was studied in the framework of explicit probabilistic pattern matching, inspired by popular programs for sequence database searches, such as PSI-BLAST [14], and was implemented in the program called Psi-square [15].
(iii) Multiple comparisons Problems of multiple comparisons, or multiple testing, occur when considering the outcomes of more than one statistical inference simultaneously.
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