【摘要】 解析地给出了广义M_J集的界 ,其中某些界在某种意义上是最佳的·　解决了应用逃逸时间等算法计算机构造其混沌分形图的首要问题 ,并在此基础上通过线性逼近的方法给出了某些情况下J_集Hausdorff维数的近似估计更多还原

【Abstract】 The bounds of the general M and J sets were analytically offered. Some of the bounds were optimal in certain meanin g. It not only solved the primary problem of the construction of fractal sets by escape time algorithm, and followed from the conclusion, but also offered two e stimations of some special Julia set’s Hausdorff’s dimension by approximate line arization method.更多还原