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Documenta Mathematica - Fakultät für Mathematik

Of course in this case we have (q) = inf. x2Fq. (x), where Fq := 1(q) \X. If ... yndn. 2 H it follows that. 1 jznj2. Im (xnan + zncn)Im (yndn). 1. 4 jxnbn + zndn.



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