Integration methodologies other than integration by parts/substitution

Asked Sep 27 '18 at 06:46

Active Sep 28 '18 at 16:26

Viewed 35 times

Are there any integration methodologies to find antiderivatives of functions, other than integration by parts/substitution?

General methods are preferred, but some methods that can be applied to specific functions are welcomed if there aren't.

Too broad...? :)

Maybe it can be duplicate, so I accept definite integral methods.

edited Sep 28 '18 at 16:26

asked Sep 27 '18 at 06:46

KYHSGeekCode

Are you looking for something like this? – GoodDeeds Sep 27 '18 at 06:55
@GoodDeeds Thanks! And I think I have found the same thing on google 1h ago :) (calculus-cheat-sheets-integrals_reduced.pdf) and I think I've learned them all before. – KYHSGeekCode Sep 27 '18 at 07:03
Everything builds on those two methods, since they are just the Leibniz product rule and the chain rule used backwards. But this might be of interest anyway: https://math.stackexchange.com/questions/70974/lesser-known-integration-tricks – Hans Lundmark Sep 27 '18 at 07:07
@HansLundmark Thanks! I'll check that. – KYHSGeekCode Sep 27 '18 at 07:19
Cannot forget to mention this also. – metamorphy Sep 27 '18 at 07:57

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