10/10/2007, 08:39 AM
And while it should be exceedingly obvious, I'll go ahead and mention anyway that these numbers were for base e.
~ Jay Daniel Fox
|
Improving convergence of Andrew's slog
|
|
« Next Oldest | Next Newest »
|
| Possibly Related Threads… | |||||
| Thread | Author | Replies | Views | Last Post | |
| Revisting my accelerated slog solution using Abel matrix inversion | jaydfox | 22 | 69,848 |
05/16/2021, 11:51 AM Last Post: Gottfried |
|
| sum(e - eta^^k): convergence or divergence? | Gottfried | 6 | 25,324 |
08/17/2010, 11:05 PM Last Post: tommy1729 |
|
| A note on computation of the slog | Gottfried | 6 | 26,357 |
07/12/2010, 10:24 AM Last Post: Gottfried |
|
| intuitive slog base sqrt(2) developed between 2 and 4 | bo198214 | 1 | 10,178 |
09/10/2009, 06:47 PM Last Post: bo198214 |
|
| sexp and slog at a microcalculator | Kouznetsov | 0 | 7,305 |
01/08/2009, 08:51 AM Last Post: Kouznetsov |
|
| Convergence of matrix solution for base e | jaydfox | 6 | 23,159 |
12/18/2007, 12:14 AM Last Post: jaydfox |
|
| SAGE code implementing slog with acceleration | jaydfox | 4 | 17,406 |
10/22/2007, 12:59 AM Last Post: jaydfox |
|
| Dissecting Andrew's slog solution | jaydfox | 15 | 45,387 |
09/20/2007, 05:53 AM Last Post: jaydfox |
|
| Computing Andrew's slog solution | jaydfox | 16 | 48,065 |
09/20/2007, 03:53 AM Last Post: andydude |
|
Users browsing this thread: 1 Guest(s)