Applied Mathematics

Applied Mathematics

ISSN Print: 2152-7385
ISSN Online: 2152-7393
www.scirp.org/journal/am
E-mail: am@scirp.org
"Image Mathematics—Mathematical Intervening Principle Based on “Yin Yang Wu Xing” Theory in Traditional Chinese Mathematics (I)"
written by Yingshan Zhang, Weilan Shao,
published by Applied Mathematics, Vol.3 No.6, 2012
has been cited by the following article(s):
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[2] Acupuncture Treating Heart Diseases Based on Sixty JiaZi and Eight Palaces—Mathematical Reasoning of Treatment Principle Based on Yin Yang Wu Xing …
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[3] Possibilities of The Akabane Test to Monitor Excess Body Mass Index and Control Its Transformation into Type 2 Diabetes
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[4] Negative Answer of Hilbert's Sixth Mathematical Conjecture—Mathematical Reasoning of Philosophical Intervening Principle Based on Yin Yang Wu Xing …
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[5] Acupuncture treating heart diseases based on sixty JiaZi and eight palaces—mathematical reasoning of treatment principle based on Yin Yang Wu xing theory in traditional Chinese medicine (V)
Chinese Medicine, 2021
[6] GDP 6% to 16%—Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu Xing Theory in Traditional Chinese Economics (II)
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[7] GDP 6% to 16%
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[8] Acupuncture Treating Dystrophy Based on pH—Mathematical Reasoning of Treatment Principle Based on Yin Yang Wu Xing Theory in Traditional Chinese Medicine (III)
Chinese Medicine, 2019
[9] 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)
International Journal of Engineering and Technical Research, 2018
[10] 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)
International Journal of Engineering and Technical Research, 2018
[11] 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)
International Journal of Engineering and Technical Research, 2018
[12] 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)
International Journal of Engineering and Technical Research, 2018
[13] 对称设计与主成分分析
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[14] Finance for the Jun-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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[15] 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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International Journal of Engineering and Technical Research, 2018
[17] 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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[18] 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)
International Journal of Engineering and Technical Research, 2018
[19] 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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[20] 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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[21] 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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[22] 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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[23] 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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[24] 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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[25] 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)
International Journal of Engineering and Technical Research, 2017
[26] GBR for the Metal Subsystem based on Eight Palaces or Eight Veins–Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu Xing …
2017
[27] 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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[28] 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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[29] 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)
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[30] 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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[31] 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)
International Journal of Engineering and Technical Research, 2017
[32] 多边矩阵框架的基阵表示和数据挖掘——处理复杂系统的新思维系列之二十七
上海应用技术学院学报: 自然科学版, 2016
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[35] 基于广义正交表的链式区组设计和传统链式区组设计的数据分析比较
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[36] 具有整体平衡性质的广义正交表的替换构造及其应用
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[37] 中医整体观及阴阳五行学说在现代消化疾病诊治中的经验研究
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[38] 深爱如线
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[39] Symmetrical Design of Experiment in Global Sensitivity Analysis Based on ANOVA High-Dimensional Model Representation
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[40] 广义正交表方差分析的矩阵计算形式
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[41] 完全组内平衡区组设计的性质及应用
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[42] 广义正交表正交性的等价条件
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[43] 自动化软件的基本概念和基本原则-兼谈 SAS 语言和广义正交表的特点
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[46] Mathematical Reasoning of Economic Intervening Principle Based on “Yin Yang Wu Xing” Theory in Traditional Chinese Economics (I)
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[47] 并列差集矩阵和标准混合差集矩阵——处理复杂系统的新思维系列之十九
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[48] GBR for the Metal Subsystem based on Eight Palaces or Eight Veins–Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu …
[49] GBR for the metal Subsystem based on Zangxiang and Jingluo–Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu Xing …
[50] Finance for the Jun-Fire Subsystem based on Eight Palaces or Eight Veins–Mathematical Reasoning of Economic Intervening Principle Based on Yin …
[51] Finance for the jun-Fire Subsystem based on Zangxiang and Jingluo–Mathematical Reasoning of Economic Intervening Principle Based on Yin Yang Wu …
[52] 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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