Stokes and Gauss

[where_was_i]

So I was reading about Stoke's and Gauss's laws, and I was curious if there are analogous laws for other dimensions. For example, can you jump from a four dimensional integral to a five dimensional integral by using the proper combinations of curls and gradients? Most of my experience with vector calculus has been for more mundane things like

Comments

[somnambulat0rz]

Yeah, the generalized Fundamental Theorem of Calculus.


http://upload.wikimedia.org/math/9/8/d/98da50d6b2b3b0abc3de5994d98c5562.png