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Please don't give hints.
Last edited by Random Variable; Oct 16th 2011 at 01:55 PM.
We have , so the following function is well defined (by means of a convergent integral): Then Using the substitution : Using the substitution : Integrating both sides: For we have that is, . Then, . As a consequence:
Consider , we have so the answer is
Last edited by simplependulum; Dec 5th 2011 at 01:35 AM.
Originally Posted by uniquesailor Can you explain what is 'MAZ identity'?
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