Vector Norms - USM
Given a vector norm kk, and vectors x;y 2Rn, we de ne the distance between x and y, with respect to this norm, by kx yk. Then, we say that a sequence of n-vectors fx(k)g1 k=0 converges to a vector x if lim k!1 kx(k) xk= 0: That is, the distance between x(k) and x must approach zero. It can be shown that regardless of ................
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