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Remark 2.10 Theorem 2.9* is a revised theorem of Theorem 2.3 in [1].
with the usual convention of replacing B q n by B n,q. Remark 2.8 Theorem 2.7* is a revised theorem of Theorem 2.1 in [1].
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We revise the statements of the main theorems and prove the revised theorems.
We start with a revised version of Theorem 1.1 useful to obtaining an affirmative answer to an existence problem of a fixed point in a G-complete Menger space.
Fisher [2] gave a revised version of this result.
(1.4) which is a revised version of model (1.3).
This paper is a revised version of the preprint [10].
The following is a revised and improved version of Theorem 1 in [25].
In this context, Bayes's theorem provides a mechanism for combining a prior probability distribution for the states of nature with sample information to provide a revised (posterior) probability distribution about the states of nature.
Now suppose that A is a theorem of T .
Such a wff is a theorem of logic.
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