- #1
kingwinner
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"Let (V,||.||) be a normed vector space. Then by the triangle inequality, the function f(x)=||x|| is a Lipschitz function from V into [0,∞)."
I don't understand how we this follows from the triangle inequality. How does the proof look like?
Any help is appreciated!
I don't understand how we this follows from the triangle inequality. How does the proof look like?
Any help is appreciated!
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