Change of variables in $\iiiint$ or $\idotsint$?

Asked Apr 11 '15 at 23:29

Active Apr 11 '15 at 23:29

Viewed 108 times

I apologize if this is a question that has been asked before, but I have seen that it is possible to change variables in single, double and triple integrals. Now what about quadruple integrals, or $n$-integrals? I've Googled a lot and cannot seem to find anything on it.

Thank you for your time,

asked Apr 11 '15 at 23:29

bjd2385

3,017

1

Yes. It works in any number of dimensions. See Lang, "Real and Functional Analysis". – Nicolas Bourbaki Apr 11 '15 at 23:32
2

Yes. Look up the Jacobian matrix – Dylan Apr 11 '15 at 23:53
@Dylan I see, so the same concepts work for $n$-integrals as they do for double and triples. – bjd2385 Apr 12 '15 at 00:27

Change of variables in $\iiiint$ or $\idotsint$?

0 Answers0