Form equivalence class Howard-Rubin Number: 118
Statement: If \((L,\le)\) is a complete linear order and \(G=\{(l_i,r_i): i\in K\}\) is a family of open, non-empty, pairwisedisjoint intervals of \(L\), then there exists a set \(\{f_i: i\in K\}\)of non constant continuous real valued functions on \(L\) such thatfor each \(i\in K\), \(f_i\) vanishes outside of \((l_i,r_i)\). Keremedis [1997].
Howard-Rubin number: 118 X
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