Thanks for the information. I have always wondered about that esoteric representation of sin(x), the one with the fractions ... I am going to look into just that (for now). I think this would "please the spirits" more than reading the "lost" notebooks of Ramanujan, although, I may browse through them - of course, having confessed repeatedly my limited capacity - focusing first and primarily on this manner of representing sin(x) or euler's constant or PI with these endless series of fractions.
I am curious and fascinated by this. Thanks again.
The one I am thinking of is sin(x) = x - (x^3 / 3!) + (x^5 / 5!) - (x^7 / 7!) + ...
or, you know, sin(x) = "the sum for k from k=0 to k=infinity" ((-1)^k * x^(1 + 2*k)) / (1 + 2*k)!
From what little I know about Ramanujan - I just found out about him and I will be 50 in 2017 (if the crick don't rise), I think
this is related to his work somehow.