MFDFA
所属分类：Windows编程
开发工具：matlab
文件大小：7148KB
下载次数：9
上传日期：2020-06-14 20:56:02
上 传 者：
山鸭556
说明： 分形市场假说的主要方法论就是 Hurst指数，通过MF-DFA(Multifractal detrended fluctuation analysis)来计算
(Multifractal detrended fluctuation analysis)
文件列表:
MFDFA (0, 2020-06-05)
MFDFA\Introduction_to_MFDFA4 (0, 2020-06-05)
MFDFA\Introduction_to_MFDFA4\Figures (0, 2020-06-05)
MFDFA\Introduction_to_MFDFA4\Figures\Figure1.eps (265093, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure1.fig (497110, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure1.tif (2573254, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure10.eps (91691, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure10.fig (506596, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure10.tif (2500526, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure11.eps (17778, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure11.fig (31656, 2012-05-20)
MFDFA\Introduction_to_MFDFA4\Figures\Figure11.tif (2573254, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure12.eps (85603, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure12.fig (450845, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure12.tif (2573254, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure13.fig (509975, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure13.tif (2576712, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure2.eps (468058, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure2.fig (387792, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure2.tif (2656366, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure3.eps (449304, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure3.fig (919828, 2012-05-20)
MFDFA\Introduction_to_MFDFA4\Figures\Figure3.tif (2573254, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure4.eps (492103, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure4.fig (245061, 2012-05-20)
MFDFA\Introduction_to_MFDFA4\Figures\Figure4.tif (2573254, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure5.eps (13927, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure5.fig (27531, 2012-05-20)
MFDFA\Introduction_to_MFDFA4\Figures\Figure5.tif (2573254, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure6.eps (494967, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure6.fig (825508, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure6.tif (2573254, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure7.eps (103936, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure7.fig (245810, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure7.tif (2573254, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure8.eps (30727, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure8.fig (82921, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure8.tif (2573254, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure9.eps (26770, 2012-05-17)
MFDFA\Introduction_to_MFDFA4\Figures\Figure9.fig (74201, 2012-05-17)
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