Last Updated:2025/11/29
Sentence

選択公理を仮定すれば、すべての集合は良順序付け可能だが、それがなければいくつかの集合はそうではないかもしれない。

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Assuming the axiom of choice, every set is well-orderable, but without it some sets may not be.

See correct answer

Assuming the axiom of choice, every set is well-orderable, but without it some sets may not be.

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Related words

well-orderable

Adjective
not-comparable
Japanese Meaning
全順序(良順序)を付与できる、すなわちすべての非空部分集合に最小要素が存在するように順序付け可能な
What is this buttons?

選択公理を仮定すれば、すべての集合は良順序付け可能だが、それがなければいくつかの集合はそうではないかもしれない。

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