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Green's theorem * *uv=u * v + (u) * (v) * ( vu)= v * u + (v)*(u) it says if we subtract the second
Green's theorem
* *uv=u * v + (u) * (v)
* ( vu)= v * u + (v)*(u)
it says if we subtract the second from the first, and integrate over a volume, and apple Gauss's theorem, we end up with some crazy integral identity? Can you maybe expand on this?
what does this mean exactly?
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