▫$M$▫-separable spaces of functions are productive in the Miller model
Repovš, Dušan, 1954- ; Zdomskyy, Lyubomyr, 1983-
We prove that in the Miller model, every ▫$M$▫-separable space of the form ▫$C_p(X)$▫, where ▫$X$▫ is metrizable and separable, is productively ▫$M$▫-separable, i.e., ▫$C_p(X) \times Y$▫ is ...▫$M$▫-separable for every countable ▫$M$▫-separable ▫$Y$▫.
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