Last Updated:2025/12/05

The Neukirch-Uchida theorem plays a central role in modern algebraic number theory by demonstrating that every question about an algebraic number field can be translated into a question about its absolute Galois group.

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The Neukirch-Uchida theorem plays a central role in modern algebraic number theory by demonstrating that every question about an algebraic number field can be translated into a question about its absolute Galois group.

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代数体に関するあらゆる問題をその絶対ガロア群に関する問題へ還元できることを示す定理は、現代の代数的数論において中心的な役割を果たしている。

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