Last Updated:2025/12/04

To prove the theorem, we assume L is an algebraic extension of K and examine the minimal polynomials of its elements.

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To prove the theorem, we assume L is an algebraic extension of K and examine the minimal polynomials of its elements.

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定理を証明するために、LをK上の代数拡大(すなわちLの任意の元がKの係数をもつ零でない多項式を満たすような体の拡大)と仮定し、その元の最小多項式を調べます。

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