Let p(2n+1,x)=(x+1)(x+2)...(x+2n)(x+2n+1), a(n) is the smallest integer >0 such that p(2n+1,x)-k has only one real root for any k >=a(n).
1, 4, 96, 4930, 416615, 52346851, 9150486666, 2122773858331, 630854176216923
2 seqfan posts
Fri Feb 17 16:21:33 CET 2012 [seqfan] Re: Any algorithm for sign of sums of square roots?