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The above conclusion will be proved in the next section.
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First, we prove the following conclusion: is a KKM mapping.
The conclusion of this theorem will be proved by proving the following two cases: (i) If (A alpha in H^{I}_{ vert alpha vert }), Lemma 1 gives bigl{ mubigl[A alpha bigr]bigr} ^{-1}geq biglvert bigl[A alpha bigr]^{-1} bigrvert geq0.
Both camps will be proved right.
Maybe they will be proved right.
Maybe I will be proven wrong.
I will be proven right.'".
Maybe I'll be proved wrong?
Bringing successful DPAs to a conclusion will be very significant".
Will Levi be proved right?
In order to prove the main results, the following notions, lemmas and conclusions will be needed.
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