\( \sin(\pi x)^2 + \sin( (\Gamma(x+1) (1 - ((x/2) (\Psi(x/2 + 1/2) - \Psi(x/2)) - 1/2) \sin(\pi x) / (\pi x)))/(x+1) \pi )^2 \)
is nicer ; it satisfies f(p) = 0 and is entire.
but i dont know where are the other zero's ...
regards
tommy1729
Mod note: If you use tex why not use it to make it more readable? I modified your formula accordingly.
is nicer ; it satisfies f(p) = 0 and is entire.
but i dont know where are the other zero's ...
regards
tommy1729
Mod note: If you use tex why not use it to make it more readable? I modified your formula accordingly.