Quote:
Originally Posted by ppaquay
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In problem 1.3(c)
you make the step:
||w(t-1) + y(t-1)x(t-1)||^2 = ||w(t-1)||^2 + ||x(t-1)||^2 +2 y(t-1)w^T(t-1)x(t-1)
What lemma are you basing this step on?
You can prove by simple algebraic manipulation (so no need for use of a lemma) by using w(t)=w(t-1)+y(t-1) and the definition of ||w||^2 namely, w^T w