06/19/2014, 08:03 PM
Is sexp(z) bounded for
z = x + (sqrt(x) +sin(y)) i for any real x,y > 0 ?
I assume due to pseudoperiodicity that the answer is no.
But it seems to require more thought.
Of course also the question " which sexp " is relevant and like often we could consider uniqueness though I doubt that it is such a criterion.
regards
tommy1729
z = x + (sqrt(x) +sin(y)) i for any real x,y > 0 ?
I assume due to pseudoperiodicity that the answer is no.
But it seems to require more thought.
Of course also the question " which sexp " is relevant and like often we could consider uniqueness though I doubt that it is such a criterion.
regards
tommy1729