Form equivalence class Howard-Rubin Number: 52
Statement: If \(E\) is a topological vector space, \(p\)is a continuous sublinear functional on \(E\), and \(S\) is a subspace of\(E\) such that \(f\) is a linear functional on \(S\) with \(f\le p\), then\(f\) can be extended to \(f^{*} : E \rightarrow {\Bbb R}\) such that\(f^{*}\) is linear and \(f^*\le p\). Fossy/Morillon [1998].
Howard-Rubin number: 52 M
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