Search
Member List
Calendar
Help
|
(12C+) Bernoulli Number
|
|
07-27-2019, 07:49 PM
Post: #4
|
|||
|
|||
|
RE: (12C+) Bernoulli Number
It looks like an exact formula to me but it is an infinite series, and I have no idea how fast it converges. The Wikipedia page on Bernoulli numbers has lots of useful information including some exact algorithms. The fastest methods do seem to require a lot of memory so they may not be suitable for a small calculator like the 12C.
|
|||
|
|
« Next Oldest | Next Newest »
|
| Messages In This Thread |
|
(12C+) Bernoulli Number - Gamo - 07-27-2019, 06:41 AM
RE: (12C+) Bernoulli Number - Albert Chan - 07-27-2019, 12:41 PM
RE: (12C+) Bernoulli Number - Gamo - 07-27-2019, 01:40 PM
RE: (12C+) Bernoulli Number - John Keith - 07-27-2019 07:49 PM
RE: (12C+) Bernoulli Number - Albert Chan - 07-28-2019, 12:02 AM
RE: (12C+) Bernoulli Number - John Keith - 07-28-2019, 11:21 AM
RE: (12C+) Bernoulli Number - Albert Chan - 08-30-2023, 09:46 PM
RE: (12C+) Bernoulli Number - Albert Chan - 09-11-2023, 03:48 PM
RE: (12C+) Bernoulli Number - Albert Chan - 07-28-2019, 01:08 AM
RE: (12C+) Bernoulli Number - Gamo - 07-28-2019, 02:29 AM
RE: (12C+) Bernoulli Number - Albert Chan - 07-31-2019, 05:14 PM
RE: (12C+) Bernoulli Number - Albert Chan - 09-12-2023, 05:59 PM
|
User(s) browsing this thread: 3 Guest(s)