The Journal of the Indian Mathematical Society

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The Symmetry of the Polo Conic Transformation


     

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The locus of a point P whose polar conic with respect to a given cubic curve Γ is in-polar to a given conic S is known to be a conic S' called the Polo conic of S with reject to Γ, by H. S. White. The general notion of polo-conics derives from Hilbert* and has been discussed by H. S. White.†
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  • The Symmetry of the Polo Conic Transformation

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The locus of a point P whose polar conic with respect to a given cubic curve Γ is in-polar to a given conic S is known to be a conic S' called the Polo conic of S with reject to Γ, by H. S. White. The general notion of polo-conics derives from Hilbert* and has been discussed by H. S. White.†