Last Updated:2025/12/04

Let L/K be a finite field extension; then the degree [L:K] equals the dimension of L as a vector space over K.

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Let L/K be a finite field extension; then the degree [L:K] equals the dimension of L as a vector space over K.

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L/Kを有限体拡大とすると、次数[L:K]はK上のベクトル空間としてのLの次元に等しい。

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