[math-fun] Extending Rogers-Ramanujan Identities

Quad> "A framework of Rogers-Ramanujan identities and their arithmetic properties" http://arxiv.org/pdf/1401.7718v2.pdf Beware, there's a good amount of patent-office algebra. Cheers, Robert ---------- Not so bad--you can tell it's about numbers. I'm sure the math is excellent, but I'm "surprized" (p2) that Ken Ono would put his name on a paper with G(e^-(2π)) written in terms of (1 + 3*Sqrt[5] - 2*Sqrt[10 + 2*Sqrt[5]])^(1/4) (the 4th root of a trinomial, also p2) when Corey's denester gives Sqrt[Sqrt[2] 5^(1/4) - Sqrt[1 + Sqrt[5]]] (the square root of a binomial), proving my remark to Gary Antonick just the other day that automatic radical denesting is still in a sorry state. --rwg