Intelligent Control and Automation

Intelligent Control and Automation

ISSN Print: 2153-0653
ISSN Online: 2153-0661
www.scirp.org/journal/ica
E-mail: ica@scirp.org
"Mathematical Reasoning of Treatment Principle Based on the Stable Logic Analysis Model of Complex Systems"
written by Yingshan Zhang,
published by Intelligent Control and Automation, Vol.3 No.1, 2012
has been cited by the following article(s):
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[2] GBR for the Metal Subsystem based on Six JiaZi and Eight Palaces-Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu Xing Theory in Traditional Chinese Economics (V)
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[3] GBR for the Metal Subsystem based on Eight Palaces or Eight Veins–Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu Xing Theory in Traditional Chinese Economics (IV)
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[4] CPI for the Earth Subsystem based on Eight Palaces or Eight Veins –Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu Xing Theory in Traditional Chinese Economics (IV)
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[5] Finance for the jun-Fire Subsystem based on Zangxiang and Jingluo–Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu Xing Theory in Traditional Chinese Economics (III)
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[6] Finance for the Jun-Fire Subsystem based on Eight Palaces or Eight Veins–Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu …
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[7] GBR for the Metal Subsystem based on Six JiaZi andEight Palaces-Mathematical Reasoning of EconomicIntervening Principle Based on Yin Yang Wu XingTheory in Traditional Chinese Economics (V
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[8] AF for the xiang-Fire Subsystem based on Six Jiazi and Eight Palaces-Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu Xing Theory in Traditional Chinese Economics (V)
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[9] Finance for the jun-Fire Subsystem based on Six Jiazi and Eight Palaces-Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu Xing Theory in Traditional Chinese Economics (V)
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[10] GDP for the Water Subsystem based on Eight Palaces or Eight Veins–Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu Xing Theory in Traditional Chinese Economics (IV)
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[11] RPI 1% to 5%–Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu Xing Theory in Traditional Chinese Economics (II)
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[12] RPI for the Wood Subsystem based on Zangxiang and Jingluo–Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu Xing Theory in Traditional Chinese Economics (III)
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[13] GBR for the metal Subsystem based on Zangxiang and Jingluo–Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu Xing Theory in Traditional Chinese Economics (III)
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[14] AAF for the Xiang-Fire Subsystem based on Eight Palaces or Eight Veins–Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu Xing Theory in Traditional Chinese Economics (IV)
International Journal of Engineering and Technical Research, 2017
[15] AAF for the Xiang-Fire Subsystem based on EightPalaces or Eight Veins– Mathematical Reasoning ofEconomic Intervening Principle Based on Yin YangWu Xing Theory in Traditional Chinese Economics(IV)
International Journal of Engineering and Technical Research, 2017
[16] RPI for the Wood Subsystem based on Six JiaZi andEight Palaces– Mathematical Reasoning of EconomicIntervening Principle Based on Yin Yang Wu XingTheory in Traditional Chinese Economics (V)
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[17] CPI from 2% to 5%-Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu Xing Theory in Traditional Chinese Economics (II)
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[18] AAF for the xiang-Fire Subsystem based on Six Jiazi and Eight Palaces-Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu Xing Theory in Traditional Chinese Economics (V)
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[19] Finance for the jun-Fire Subsystem based on Six Jiazi and Eight Palaces-Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu …
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[20] pH 7.35 to 7.45-Mathematical Reasoning of Treatment Principle Based on Yin Yang Wu Xing Theory in Traditional Chinese Medicine (II)
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[21] AAF for the xiang-Fire Subsystem based on Zangxiang and Jingluo–Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu Xing Theory in Traditional Chinese Economics (III)
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[22] GBR for the Metal Subsystem based on Eight Palaces or Eight Veins–Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu Xing …
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[23] AAF for the Xiang-Fire Subsystem based on Eight Palaces or Eight Veins– Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu Xing Theory in Traditional Chinese Economics (IV)
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[24] Mathematical Reasoning of Economic Intervening Principle Based on “Yin Yang Wu Xing” Theory in Traditional Chinese Economics (I)
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[25] Image Mathematics—Mathematical Intervening Principle Based on “Yin Yang Wu Xing” Theory in Traditional Chinese Mathematics (I)
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[26] GBR for the Metal Subsystem based on Eight Palaces or Eight Veins–Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu …
[27] GBR for the metal Subsystem based on Zangxiang and Jingluo–Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu Xing …
[28] Finance for the Jun-Fire Subsystem based on Eight Palaces or Eight Veins–Mathematical Reasoning of Economic Intervening Principle Based on Yin …
[29] Finance for the jun-Fire Subsystem based on Zangxiang and Jingluo–Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu …
[30] GBR for the Metal Subsystem based on Six JiaZi and Eight Palaces-Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu …
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