User talk:Teckcheong

The assertion about Glashan-Young-Runge's result is not accurate. For example if b or c are 0, then the quintic can certainly be solvable by radical. But b and c cannot be written in the form 5\mu^4(4\nu+3)/(\nu^2+1), ...., unless both b, c are 0. Can someone fix this?

Teckcheong (talk) 15:02, 13 December 2009 (UTC)

Hi, Can you point me to the proofs of the results in Uniform convergence section? Many thanks — Preceding unsigned comment added by Tanbui (talk • contribs) 15:31, 12 July 2012 (UTC)