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According to the Research of Painting fractal pictures with Laxity iteration method

机译:根据松弛度迭代法绘制分形图像的研究

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This paper introduced a method which used Laxity iteration method to iterative operation within the scope of complex number in order to gain root,then it used compare method to paint fractal picture with the calculated result,and confirmed the algorithm geometry significance in mathematics.Moreover,multifractal spectra of every sample picture was offered.The result demonstrated that the more times of using iteration function,the narrower the breadth of multifractal spectra was and more evenly the distribution of the picture was.
机译:本文介绍了一种在复杂度范围内使用松弛度迭代法进行迭代运算以求根的方法,然后使用比较法将分形图绘成计算结果,并确定了算法在数学上的几何意义。结果表明,使用迭代函数的次数越多,多重分形谱的宽度越窄,且图像的分布越均匀。

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