Proof of the partial triple product rule.
AppId is over the quota
AppId is over the quota
Proof of the partial triple product rule. I'm having trouble understanding a derivation of the triple product rule.
AppId is over the quota
Proof of the partial triple product rule. I'm having trouble understanding a derivation of the triple product rule.
I kinda understand the reasoning behind it: You're finding the gradient in all x, y, and z directions so they are all going to be perpendicular to each other. Thus the product of the gradients will equal minus one.
But I can't understand the proof. Why have they let dz = 0??
Any help appreciated
(Here's the proof I'm talking about http://en.wikipedia.org/wiki/Triple_product_rule)
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