Simpson's Rule Implementation trick?
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03-19-2016, 06:45 AM
Post: #8
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RE: Simpron Rule Implementation trick?
(03-19-2016 04:59 AM)ttw Wrote: Romberg's method is pretty good. It can be of arbitrarily high order if the integrand is smooth enough and can be adapted to giving error estimates. This is also possible with Simpson's method. Two approximations with n and 2n intervals give a new and improved estimate. Take a look a this thread in the HP41 software library. Dieter |
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Messages In This Thread |
Simpson's Rule Implementation trick? - Namir - 03-18-2016, 12:11 AM
RE: Simpson Rule Implementation trick? - Dieter - 03-18-2016, 01:14 PM
RE: Simpron Rule Implementation trick? - Namir - 03-18-2016, 08:47 PM
RE: Simpron Rule Implementation trick? - Vtile - 03-18-2016, 11:15 PM
RE: Simpron Rule Implementation trick? - Namir - 03-18-2016, 11:53 PM
RE: Simpron Rule Implementation trick? - Vtile - 03-19-2016, 01:14 AM
RE: Simpron Rule Implementation trick? - ttw - 03-19-2016, 04:59 AM
RE: Simpron Rule Implementation trick? - Dieter - 03-19-2016 06:45 AM
RE: Simpron Rule Implementation trick? - Namir - 03-19-2016, 02:21 PM
RE: Simpson Rule Implementation trick? - Dieter - 03-19-2016, 05:05 PM
RE: Simpron Rule Implementation trick? - Paul Dale - 03-19-2016, 06:50 AM
RE: Simpron Rule Implementation trick? - Namir - 03-19-2016, 02:22 PM
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