24 Apr
2006
24 Apr
'06
11:34 a.m.
Find a strictly increasing sequence of positive integers a(k) such that (a(0) + a(1)*x + a(2)*x^2 + a(3)*x^3 + ...) * (a(0) - a(1)*x + a(2)*x^2 - a(3)*x^3 + ...) = 1. Note: there are infinitely many solutions. One with a radius of convergence of 1 would be preferred. (No radius of convergence larger than 1 is possible with the given conditions.) Franklin T. Adams-Watters ___________________________________________________ Try the New Netscape Mail Today! Virtually Spam-Free | More Storage | Import Your Contact List http://mail.netscape.com