How to prove Ramanujan's -continued fractions
arXiv:1205.5455
Abstract
By using Euler's approach of using Euclid's algorithm to expand a power series into a continued fraction, we show how to derive Ramanujan's -continued fractions in a systematic manner.
19 Pages. Please give comments and suggestions. Updated explanation of convergence of continued fractions. Fixed some errors in convergence arguments of some continued fractions in ver 2