逃逸构造

用加速逃逸时间算法构造Julia集图形

An accelerative escape time algorithm for constructing Julia set image

从而，可用轴对称旋转时间逃逸算法快速构造负n阶Mandelbrot分形图。

Using this property , the ( - n ) - order Mandelbrot fractal image can be quickly constracted by new rotating escape time algorithm .

模极值逃逸时间算法构造M-J混沌分布图

M-J Chaotic Distribution Images From the Extreme Modulus Escaping Time Algorithm

阐述了高次复多项式的Mandelbrot-Julia集（简称M-J集）理论，给出了高次复多项式M-J集的定义，并利用逃逸时间算法构造出一系列高次复多项式的M-J集。

In this paper the theory of Mandelbrot-Julia sets of high degree complex polynomials is introduced , a series of the Mandelbrot-Julia sets of high degree complex polynomials is constructed through escape-time technique .

组合加速逃逸时间法构造M-集和充满的J-集

Constructed M Set and Filled J Set By Accelerative Escape Time Algorithm of Combination

逃逸区间分类法构造广义M-J混沌分形图谱的研究

Structure of M-J chaos fractal graphic spectrum based on escape region classification algorithm

利用逃逸时间算法，构造了广义高斯和的Mandelbrot-Julia集（M-J集），并从理论上分析了M-J集的周期性和结构特征。

The generalized Mandelbrot-Julia sets ( M-J sets ) of generalized Gauss sums are constructed by the escape-time algorithm and the periodicity and structure of them are analyzed in theory .