Julia Plot of the Complex Logistic Equation
This applet plots the Julia set for the complex logistic equation:z(n+1) = k z(n)[1-z(n)], for k = 1.678 + .95 i. The equation isiterated 256 times for different starting values of z(n). If the equationis not diverging to infinity at the end of the 256 iterations, then thestarting point z(0) is painted black. Hence the black area of the plotrepresents the Julia set (except for some points on the outer corners thatare also painted black if they diverge on the first iteration). If, however,the equation begins diverging (defined as occurring when the modulus of z(n+1) > 2),the iterations are terminated, and the point is plotted with one of 16 colors.The iterations cycle through this set of colors, but terminate when theequation diverges. Hence, hotel rooms Gdynathe color plotted indicates the rate the equationoutput is blowing off to infinity.
The Java source code. - | - | - | - | - | - | - | - | - | - | - | - | - | - | - | - | - | - | - | - | Golf Tour - Property For Sale Gorenjska - Pacman - Calling Cards Spain - Top Franchise