A dragon curve is any member of a family of self-similar fractal curves, which can be approximated by recursive methods such as Lindenmayer systems.
Read more about Dragon Curve: Heighway Dragon, Twindragon, Terdragon, Lévy Dragon, Occurrences of The Dragon Curve in Solution Sets
Famous quotes containing the words dragon and/or curve:
“And then at last our bliss
Full and perfect is,
But now begins; for from this happy day
The old Dragon underground,
In straiter limits bound,
Not half so far casts his usurped sway,
And, wroth to see his kingdom fail,
Swinges the scaly horror of his folded tail.”
—John Milton (1608–1674)
“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)