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- W3119041258 abstract "Let $X$ be separable metrizable, and let $fsubseteq X^2$ be a non-trivial relation on $X$. For a given partial order $leftlangle P,leqrightrangle$, the Mahavier product $Mleftlangle{X,f,P}rightranglesubseteq X^P$ collects functions such that $x(p)in f(x(q))$ for all $pleq q$. Clontz and Varagona previously showed for well orders $P$ that $Mleftlangle{X,f,P}rightrangle$ is separable metrizable exactly when $P$ is countable; we extend this result to hold for all partial orders." @default.
- W3119041258 created "2021-01-18" @default.
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- W3119041258 date "2021-01-06" @default.
- W3119041258 modified "2023-09-27" @default.
- W3119041258 title "Mahavier products indexed by partial orders" @default.
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