Last Updated:2025/12/01

In classical inversive geometry, a circle inversion with center O and radius r maps any point P ≠ O to the point P' on the ray from O through P for which OP × OP' = r², and maps O to the point at infinity.

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In classical inversive geometry, a circle inversion with center O and radius r maps any point P ≠ O to the point P' on the ray from O through P for which OP × OP' = r², and maps O to the point at infinity.

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古典的な逆幾何学では、中心O・半径rの円による反転は、任意の点P≠OをOからPへ向かう半直線上の点P'へ写し、OP×OP'=r²となるようにし、Oは無限遠点に写される。

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