Last Updated:2025/11/21

When you expand (t + x_1)(t + x_2)⋯(t + x_n), each elementary symmetric polynomial in x_1,...,x_n appears as the coefficient of some power of t.

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When you expand (t + x_1)(t + x_2)⋯(t + x_n), each elementary symmetric polynomial in x_1,...,x_n appears as the coefficient of some power of t.

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(t + x_1)(t + x_2)⋯(t + x_n) を展開すると、その積における各 t の冪の係数は x_1,...,x_n に関する初等対称多項式として現れます。

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