Last Updated:2025/11/29

Rayo's number is defined as the smallest integer larger than any finite number that can be named by a formula in the language of set theory using at most a googol symbols.

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Rayo's number is defined as the smallest integer larger than any finite number that can be named by a formula in the language of set theory using at most a googol symbols.

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それは、記号数がグーゴル以下の集合論の言語の式で名付けられる任意の有限数より大きい最小の整数として定義される。

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