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There's a strange math formatting glitch occurring on this page, though only on the desktop version, with a wide page. The formatting for "dv = v'(x)dx" in the third paragraph mysteriously has the second v rotated 90 degrees counter-clockwise, as well as mirrored (I think). Worth noting is that this
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doesn't show up on the mobile version, neither in the app or on en.m.wikipedia.org, and it disappears when the window is made narrower. I would attempt to fix it, but I'm personally entirely clueless on why this occurs
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I am in strong doubt about most of the given names for the tabular form of repeated integration by parts. Especially, I have a hard time to assume that this film title is really given in the cited reference.
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of the article
Integration_by_parts to revise the recursive formula that is suspected to be mistaken or notation needs to be further clarified. It seems to differ from the corresponding formula in Mathworld:
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On further inspection, there are lots of occurrences of this glitch on this page, seemingly at random. There's more twisted vs, but I've also spotted at least one x, and even a prime.
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That's not what I meant. The "classic" notation tells you what to do when you are integrating "f(x)g'(x)". The "alternative" integrates "f(x)g(x)". See? --
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An alternative notation has the advantage that the factors of the original expression are identified as f and g
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on
Knowledge (XXG). If you would like to participate, please visit the project page, where you can join
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http://en.wikipedia.org/search/?title=Integration_by_parts&action=edit§ion=4
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Why is that an advantage? It seems arbitrary to say it's better to call them
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I suggest the author of section 4 “recursive formulation”
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http://mathworld.wolfram.com/IntegrationbyParts.html
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