The product of any two regular isodyne spaces of cardinality ω₁ is ω-resolvable, and the product of any n+2 Hausdorff isodyne spaces of cardinality ω_n is ω-resolvable.
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Resolvability in products of spaces of small cardinality
The product of any two regular isodyne spaces of cardinality ω₁ is ω-resolvable, and the product of any n+2 Hausdorff isodyne spaces of cardinality ω_n is ω-resolvable.