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Clearly, in contrast to previous assertions [ 5, 22], mere correlation of genes within gene sets and pathways is commonplace, and does not necessarily reflect unique features of the experiment at hand.
The assertions of (e1 - e3) hold.
(E) The assertions of (e1 - e3) hold. .
Furthermore, the assertions of [[1], Lemmas 2.5, 2.6, Theorem 2.7] are also valid if ∂ Ω is only of the class C 1, 1.
In particular, Theorem 3.6 (see below) extends the assertion of [14, Theorem 4.1].
end{aligned} (3.1) Suppose the assertion of (3.1) is false.
By means of Lemma 2.5, it is also possible to prove the assertion of [[1], Theorem 3.7] under the weaker assumption on Ω of the present paper.
The collection of such functions will be denoted by (operatorname {AAPS}^{p}(mathopen[0, inftymathclose times Y : X)). It is very elementary to prove that any asymptotically almost periodic function is also asymptotically Stepanov p-almost periodic ((1 leq p < infty )). We need the assertion of [36, Lemma 1].
Consequently the assertions of Corollaries 3.8 and 3.9 of [1] remain actually open.
Finally, the corresponding assertions of Theorems 6.1 and 6.3 lead us immediately to the following statement.
Then, for any ∈ G D ( r D ( f ) ), the assertions of Theorems 6.1 and 6.3 hold.
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