Talk:Adaptive Simpson's method

Latest comment: 6 years ago by Artoria2e5 in topic Relation to McKeeman's algorithm?

Relation to McKeeman's algorithm?

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The proposed algorithm is totally unrelated to that stated in McKeeman's article. McKeeman subdivides the interval into *three* subintervals, and recurses on them. Further, error estimates are based on some difference between certain estimates, however not on asymptotic expansion, where the 15 in this article stems from. Certainly, this algorithm will work. It's much more straightforward and easier to grasp as McKeeman's is, however, they're not the same. —Preceding unsigned comment added by Ezander (talkcontribs) 09:50, 21 October 2010 (UTC)Reply

You will see how they are related if you have read Lyness 1969. Lyness replaced trisection with bisection, coinciding with Kuncir 1962. --Artoria2e5 contrib 15:53, 26 September 2018 (UTC)Reply

Accuracy

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At the end of the first paragraph "quadratic" should be "cubic" since Simpson's rule is exact for cubic polynomials. — Preceding unsigned comment added by 86.150.236.89 (talk) 22:05, 21 February 2012 (UTC)Reply

C code

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Shouldn't these two lines double Sleft = (h/12)*(fa + 4*fd + fc); double Sright = (h/12)*(fc + 4*fe + fb);

be: double Sleft = (h/6)*(fa + 4*fd + fc); double Sright = (h/6)*(fc + 4*fe + fb);

? — Preceding unsigned comment added by 81.251.150.71 (talk) 19:38, 23 September 2013 (UTC)Reply

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