Does anyone know of or about the Cauchy-Schwartz inequality?
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Does anyone know of or about the Cauchy-Schwartz inequality?
Are you thinking about convolutions? (....Schwartz functions can be used to represent them).
:confused:
I'm no mathematician - Guv - if he's still around, is.
(x12+x22+...+xn2)(y12+y22+...+yn2)=(x1y1+x2y2+...+xnyn)2
equality occurs when x1:x2:...:xn=y1:y2:...:yn
MS ZIEBA SUX SUX SUX SUX SUX
A more general form.
If u and v are vectors in a real inner product space, then
|<u,v>| <= ||u|| ||v||
What you want to know bout it?
Thanks bugz and marnitzg...that's all I wanted to know.