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i want proof to besel's inequality and cauchy schwartz's inequality.and length of the vector also.and how to speak [double bar of vector x]?
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im somewhat familiar with cauchy schwartz's inequality has to do with the magnitude of the dot product of x and y
\[\large \|x\|\]
There are many versions all over the internet. I would find one and ask any particular question you have.
there is 10ish in that pdf
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\(||x||\) is the norm of \(x\)
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