![]() We can do dual definitions from the specific model described in the previous section. (see the parallel with the line in the series of first-order)ĭata two beams projective lines together, of vertices V1 V2 are, conic curve will call the locus of intersection points of each pair of homologous rays (a1-a2) of these beams. This set of points will call you “series of second order”, being kissed conical geometry of this new. The common points of two coplanar beams straight, projective each other, determine a number of points based on a second order conic curve called projective point. ![]() The precise definition or tangential taper treatment allow us the projective, providing tools and projective as the center axis for determining new points and tangent to the same. ![]() We will see two definitions of conic adapted to “World points” o al “world of straight” according to the interest, in what is defined as the definitions “point” or “tangential” of conic curves. Geometría proyectiva: Definition of the conical projectiveĬonic curves, further treatment of the metric based on the notions of tangency, have a projective treatment that relies on the concepts of series and do projective.
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