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Professors Farahat and Lee's research shows that using the bound as a basis for inventory decisions yields better results than working with the original forecast.
If we have no information about and, then using, the bound (1.27) implies (1.29).
Using the bound that, the joint probability term can be written as, (10).
In fact, according to (11), we can substitute into (16) and using the bound we have.
Using the same computations than in the proof of Proposition 3.1 and using the bound (33) on R, we obtain Theorem 2.3.
The asymptotes on the PER given by a numerical computation of the coding gain and the ones using the bound of Proposition 1 are very close to one another.
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where we have assume that and used the bound.
where we used the bound for from (25), and should be used as specified in (56).
where for the first inequality in (3.4), we have used the bound.
by the mean value theorem and for the second inequality in (3.4), we have used the bound.
The binding sites in c-Src and c-Abl protein structures were predicted by using the Binding Site module available in DS.
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