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Improvement of Escape Time Algorithm by No-Escape-Point

机译:无转义点对转义时间算法的改进

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Escape time algorithm is an universal algorithm when creating fractal image. A class of algorithms based on escape time algorithm is wasting-calculation. In this essay, combined with the feature of eventually periodic point of functions, we define a class of points as no-escape point To analyze the shortcomings of the classic algorithm, we improve the escape time algorithm base on the no-escape points. We analyze the algorithm and put forward the best application scope for it. By creating fractal figures, we find figures created by the two algorithms are consistent with each other except a few escape points. We compare the complexity between the two algorithms and find the iteration times by the improved algorithm are less than escape time algorithm when creating the fractal images. We do several experiments and find the improved algorithm is universal and it reduces time wasting.
机译:逃逸时间算法是创建分形图像时的通用算法。基于逃逸时间算法的一类算法是浪费计算。本文结合功能的最终周期性点的特点,定义了一类点为无转义点。为分析经典算法的缺点,我们在无转义点的基础上改进了转义时间算法。我们对该算法进行了分析,并提出了最佳的应用范围。通过创建分形图形,我们发现由两种算法创建的图形除了少数几个转义点以外彼此都是一致的。我们比较了两种算法的复杂度,发现改进的算法在创建分形图像时的迭代时间小于逃逸时间算法。我们进行了几次实验,发现改进的算法是通用的,并且可以减少浪费的时间。

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