Form equivalence class Howard-Rubin Number: 52
Statement: If \(E\) is a topological vector space, \(C\) is anon-empty closed convex subset of E, and \(K\) is a non-empty compactconvex subset of \(E\), then there exists a linear functional \(f\) on \(E\)such that sup\(_{x\in K}f(x) <\) inf\(_{z\in C}f(z)\). Dodu/Morillon [1999].
Howard-Rubin number: 52 S
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