Norms, lp norms, and the sup norm, Real Analysis II
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Norms, lp norms, and the sup norm, Real Analysis II
In this lecture, we explore real normed linear spaces, similar to our previous discussion on inner product spaces. We start by generalizing the concept of measuring length in a vector space V using a norm. The norm must satisfy four properties: positivity, non-degeneracy, multiplicativity, and the triangle inequality. [Playlist: https://www ...
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