Algebraic Curve - Remarkable Points of A Plane Curve

Remarkable Points of A Plane Curve

In this section, we consider a plane algebraic curve defined by a bivariate polynomial and its projective completion, defined by the homogenization Failed to parse (): P(x,y,z)= {^hp(x,y,z)}

of p.

Read more about this topic:  Algebraic Curve

Famous quotes containing the words remarkable, points, plane and/or curve:

    “And what, in a mean man, I should call folly,
    Is in your majesty remarkable wisdom.”
    —Philip Massinger (1583–1640)

    “In writing biography, fact and fiction shouldn’t be mixed. And if they are, the fictional points should be printed in red ink, the facts printed in black ink.”
    —Catherine Drinker Bowen (1897–1973)

    “with the plane nowhere and her body taking by the throat
    The undying cry of the void falling living beginning to be something
    That no one has ever been and lived through screaming without enough air”
    —James Dickey (b. 1923)

    “I have been photographing our toilet, that glossy enameled receptacle of extraordinary beauty.... Here was every sensuous curve of the “human figure divine” but minus the imperfections. Never did the Greeks reach a more significant consummation to their culture, and it somehow reminded me, in the glory of its chaste convulsions and in its swelling, sweeping, forward movement of finely progressing contours, of the Victory of Samothrace.”
    —Edward Weston (1886–1958)