Last Updated:2025/12/03

The polysaturated internal binary mapping on the countably infinite set ensured that for some cardinality every subset of that size or smaller mapped one of its elements to another element within the same subset.

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The polysaturated internal binary mapping on the countably infinite set ensured that for some cardinality every subset of that size or smaller mapped one of its elements to another element within the same subset.

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可算無限集合上の内部二項写像は、ある基数κが存在して、その濃度以下の任意の部分集合が、その部分集合内のある元の像として別の元を含むという性質を持っていた。

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