Derivative of exp^[1/2] at the fixed point?
|
Derivative of exp^[1/2] at the fixed point?
|
12/29/2015, 10:51 PM
(12/27/2015, 11:40 PM)sheldonison Wrote: Thanks for your reply. Oops; I had a typo in my 2nd derivative which I fixed. I have a pari-gp program, that calculate the coefficients iteratively. I don't think there was a typo, if you multiply the numerator and denominator by \( \sqrt{L} \) and distribute, I think it's the same. |
|
« Next Oldest | Next Newest »
|
| Messages In This Thread |
|
Derivative of exp^[1/2] at the fixed point? - by sheldonison - 12/23/2015, 04:39 PM
RE: Derivative of exp^[1/2] at the fixed point? - by sheldonison - 12/24/2015, 03:25 AM
RE: Derivative of exp^[1/2] at the fixed point? - by sheldonison - 12/25/2015, 04:05 PM
RE: Derivative of exp^[1/2] at the fixed point? - by andydude - 12/27/2015, 11:15 AM
RE: Derivative of exp^[1/2] at the fixed point? - by sheldonison - 12/27/2015, 11:40 PM
RE: Derivative of exp^[1/2] at the fixed point? - by andydude - 12/29/2015, 10:51 PM
RE: Derivative of exp^[1/2] at the fixed point? - by sheldonison - 12/29/2015, 10:25 PM
RE: Derivative of exp^[1/2] at the fixed point? - by sheldonison - 12/31/2015, 11:02 AM
RE: Derivative of exp^[1/2] at the fixed point? - by tommy1729 - 12/31/2015, 01:25 PM
RE: Derivative of exp^[1/2] at the fixed point? - by sheldonison - 01/01/2016, 03:58 PM
RE: Derivative of exp^[1/2] at the fixed point? - by tommy1729 - 12/30/2015, 01:27 PM
|
