Home » Blog » Prove some facts about vectors in Cn Prove some facts about vectors in Cn by RoRi April 28, 2016 Prove that for we have For non-zero vectors prove that Proof. Let for . Proof. Let for . Then, and Therefore, Therefore, Related
December 22, 2016 at 1:47 am tom says: In part b you used an unfamiliar rule for dot products in the denominator. I see how Cauchy-Schwarz could be used though…
In part b you used an unfamiliar rule for dot products in the denominator. I see how Cauchy-Schwarz could be used though…