Let . Prove that , and that f has no zeros outside the strip .
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Originally Posted by Cairo Let . Prove that , and that f has no zeros outside the strip . Remembering the 'Hadamard product'... (1) ... and taking into account that is... (2) ... You obtain... (3) ... where p are the 'non trivial zeroes' of and they all have real part . From (3) is evident that is... (4) ... and because is is also... (5) Kind regards
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