Compute for all integer the value of
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very hard problem!! could u post a solution?
I can do that, within few hours.
For each it's and the integrand is hence the integral becomes Since is an integer, then the inner floor function is reduntant so the integral is and we're done.
thanks a lot for the solution!! but it's kind of hard to me to understand, can you explain any further how did you get that the integral equals ?
Thus, for and we have hence the integral is and we're done.
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