I am looking for a generalization to quadrics (with proofs) of Pascal's and Brianchon's theorems. It´s for Three dimensional analytical geometry.
I would be very thankful if you could point me towards one.
2026-04-01 17:27:56.1775064476
General versions for quadrics of Pascal and Brianchon theorems
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Tried to add this as a comment, but comments not working right now: The question is an exact duplicate of this one.
But, anyway, start with the classical geometry texts. Salmon, Sommerville, and books like that.
Sommerville, Analytical Geometry of Three Dimensions.
Snyder & Sisam, Analytical Geometry of Space
Salmon, A Treatise on the Analytic Geometry of Three Dimensions