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Norms and convergence

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abergirl
 
Reply Tue 28 Mar, 2006 11:12 am
Does anyone know anything about norms and proofs?

If so can you help me please?

(V, ||.||) is a normed vector space and (xn) (yn), are cauchy sequences in V. Prove that (||xn-yn||) is a convergent sequence in (R, |.|) (where R is the real space)

Pretty hard but if anyone has a starting point that would be great! Crying or Very sad
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