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- In geometry, a negative pedal curve is a plane curve that can be constructed from another plane curve C and a fixed point P on that curve. For each point X ≠ P on the curve C, the negative pedal curve has a tangent that passes through X and is perpendicular to line XP. Constructing the negative pedal curve is the inverse operation to constructing a pedal curve. (en)
- Антиподера (фр. antipodaire, от греч. ποús, род. пад. ποδος — нога, αντι — против) кривой — кривая, для которой данная кривая является подерой. (ru)
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- In geometry, a negative pedal curve is a plane curve that can be constructed from another plane curve C and a fixed point P on that curve. For each point X ≠ P on the curve C, the negative pedal curve has a tangent that passes through X and is perpendicular to line XP. Constructing the negative pedal curve is the inverse operation to constructing a pedal curve. (en)
- Антиподера (фр. antipodaire, от греч. ποús, род. пад. ποδος — нога, αντι — против) кривой — кривая, для которой данная кривая является подерой. (ru)
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- Negative pedal curve (en)
- Антиподера (ru)
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