Last Updated:2025/11/21
Sentence

定理を証明するために、関数fが全単射であることを示し、それが一意の逆写像の存在を保証する。

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To prove the theorem, we demonstrated that the function f is bijective, which ensures the existence of a unique inverse.

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To prove the theorem, we demonstrated that the function f is bijective, which ensures the existence of a unique inverse.

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Related words

bijective

Adjective
not-comparable of a map
Japanese Meaning
全単射:数学で、写像が単射(同一値をもたない)かつ全射(定義域すべてに値が写される)であることを意味する。 / 写像が一対一かつ対応関係が確立している状態を示す。
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定理を証明するために、関数fが全単射であることを示し、それが一意の逆写像の存在を保証する。

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