Measure, Integration & Real Analysis · Problem 6C.2

Banach Spaces — Sheldon Axler

Mathematics — Measure Theory · normed-space-closure-open-ball

Problem

Prove that if VV is a normed vector space, f∈Vf \in V, and r>0r > 0, then B(f,r)‾=B‾(f,r).\overline{B(f,r)} = \overline{B}(f,r).

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