Upper bounds on hypergeometric function 3F2 - MathOverflow

Upper bounds on hypergeometric function 3F2

2

Are there any existing bounds on the hypergeometric function 3F2(-m,-n,1/2;1,1;4) where m,n>=1? Or any thoughts how one can be obtained?

Most of the inequalities I've seen apply to the cases whose acceptable parameter ranges are applicable to the above.

Thanks.

flag	asked Sep 11 2011 at 23:37 Derek 21●1

Derek, for your terminating series the standard techniques oulined in mathoverflow.net/questions/33374/… can be applied. – Wadim Zudilin Sep 12 2011 at 6:13

Browse other questions tagged hypergeometric-functions or ask your own question.