2018 Workshop 工作坊: International Society for the Systems Sciences ISSS 62th conference Health and Systems Thinking Special Integration Group SIG Sunday Workshop #isss62 國際系統科學協會第62屆國際研討會健康與系統思維特別整合分組工作坊

  1. Optimizing five principles

    Systems Basics: Learning from the principles embedded in Nature to optimize the principles affecting human concentrations and consciousness – the systems thinking of the Eastern Five Aggregates Human Mind system as taught by Buddha
    系統論基礎工作坊:從學習自然界法則來優化影響專注力及意識的法則 – 藉以理解人類思想的系統性與佛學五蘊的東方系統思維 

  2. Optimizing three principals

    Optimizing five principals

    Optimizing 13 principals

    Systems Basics: Learning from the principles embedded in Nature to optimize the principles affecting Insomnia and consciousness – the systems thinking in the Eastern Taichi Yin-Yang Five Elements system in Traditional Chinese Medicine
    系統論基礎工作坊:從學習自然界法則來優化影響失眠及意識的法則 – 藉以理解人類身體的系統性與中醫藥學之太極陰陽五行天地人的東方系統思維

ISSN: 1999-6918

 

Reference:

Call for Papers: Theme — Innovation and Optimization in Nature and Design

The 2018 ISSS Conference will explore foundational discoveries about the nature of complex systems which are now arising from research in systems disciplines such as Systems Biology, Systems Medicine, Systems Psychology, Systems Economics, Complexity Science and General Systems Research.

Over the last few decades many academic fields have developed systems specializations in order to investigate the systemic aspects of their subject areas, and in these areas there is a search for systems concepts and principles under such notions as design principles, organizing principles, channelling functions, and optimality principles.  The 2018 Conference of the International Society for the Systems Sciences (ISSS) will bring together these specialised strands of work, laying foundations for establishing the profound systems science that would enable us to design and optimize for elegant functionality and enduring value at any level of complexity.

We invite abstracts for presentation of papers, posters and workshops about the conference theme specifically or in connection with the themes of the ISSS’s Systems Integration Groups (SIGs) and Exploratory Groups, which are listed below.

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Mathematical Acupuncture Theory 數學針灸論 01: Introduction 導論 by Kent PALMER 2017

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PALMER, K. (2016) Mathematical Acupuncture Theory 01: Introduction https://www.academia.edu/34653337/Mathematical_Acupuncture_Theory_01_Introduction In: . Presented at the Holonomic Medicinal Theory, Academia.edu, USA. Comments: http://www.yinyangbalance.asia/blog/mathematical-acupuncture-theory-01-introduction-by-kent-palmer/2801/.

古法七椉方圖 The Chinese Pascal Triangle

Pascal tetrahedron 帕斯卡四面體 立體古法七椉方圖

Third Dimension platonic solids 3D 柏拉圖立體(三維等邊立體)

Forth Dimension Platonic solid 4D 柏拉圖立體(四維等邊立體)。Pentachoron 四面體 = Five Hsing (Wu Xing) 五行結構!

Abstract: In this paper will be presented a theory of Acupuncture based on mathematics. The main claim of this paper is that the Chinese originally developed Acupuncture Therapy on the basis of Higher Dimensional Mathematics. Acupuncture Medicine is based first and foremost on the Mathematics of higher dimensions and the synergies of the polytopes of the higher dimensions from Three to Nine. We follow B. Fuller 巴克敏斯特·富勒and extend his Synergetics (協同理論) to study higher dimensional polytopes. We find in them the foundations of Acupuncture Theory. We apply insights from Special Systems Theory(特殊系統論), and Schemas Theory(模式論)in order to understand Acupuncture Theory better. We also apply ideas based on the Emergent Meta-system (湧現景觀系統?)and we connect those to the Japanese Game of Go (Wei Qi 圍棋in China) which like Acupuncture was developed in Ancient China. We construct a top down model of the Architecture of Acupuncture based on the structures of the Three through Seven dimensional polytopes. We target the understanding of Acupuncture as it appears in the Yellow Emperors Classic (黃帝內經)on Acupuncture as the original source of Acupuncture Medical practice with some sparing reference to later works as necessary. The purpose is to explain how Acupuncture Theory obtained its original structure and to explain its efficacy based on that structure.

本文將介紹一種基於數學的針灸理論。內容主要討論中國人最初在高維數學的基礎上開創的針灸療法。針灸醫學的首要基礎在於高維數學及三維到九維多面體的協同作用。我們追從巴克敏斯特·富勒並延伸他的協同理論去研究更高維的多面體。在其中我們找到了針灸理論的基礎。我們運用特殊系統論及模式論的見解,去更清楚領悟針灸理論。我們也採用湧現景觀系統的思維,並將這些思維與圍棋聯繫起來。與針灸一樣,圍棋亦源於中國古代。我們運用三維到七維多面體的結構,去打造一個由上而下的針灸結構模型。我們的目標是根據黃帝內經經典中的記載,去明白最早期的針灸療法,並在必要時參考一些後期著作。目的乃在於考究針灸理論的起源,及解釋其始創結構的功效

Advanced Chinese Acupuncture Theory 05: A Comparison of the Chinese and Western Worldviews by Kent PALMER

PALMER, K. (2016) Advanced Chinese Acupuncture Theory 05: A Comparison of the Chinese and Western Worldviews https://www.academia.edu/34635963/Advanced_Chinese_Acupuncture_Theory_05_A_Comparison_of_the_Chinese_and_Western_Worldviews In: . Presented at the Holonomic Medicinal Theory, Academia.edu, USA. Comments: http://www.yinyangbalance.asia/blog/advanced-chinese-acupuncture-theory-05-a-comparison-of-the-chinese-and-western-worldviews-by-kent-palmer/2821/.

Advanced Chinese Acupuncture Theory 04: A View of the Chinese Worldview based on the WorldSoul by Kent PALMER

PALMER, K. (2016) Advanced Chinese Acupuncture Theory 04: A View of the Chinese Worldview based on the WorldSoul https://www.academia.edu/34594612/Advanced_Chinese_Acupuncture_Theory_04_A_View_of_the_Chinese_Worldview_based_on_the_WorldSoul In: . Presented at the Holonomic Medicinal Theory, Academia.edu, USA. Comments: http://www.yinyangbalance.asia/blog/advanced-chinese-acupuncture-theory-04-a-view-of-the-chinese-worldview-based-on-the-worldsoul-by-kent-palmer/2817/.

Advanced Chinese Acupuncture Theory 03: by Kent PALMER

PALMER, K. (2016) Advanced Chinese Acupuncture Theory 03: In: . Presented at the Holonomic Medicinal Theory, Academia.edu, USA. http://www.yinyangbalance.asia/blog/advanced-chinese-acupuncture-theory-03-by-kent-palmer/2812/.

Advanced Chinese Acupuncture Theory 02: Original Architectural Design of Acupuncture Theory by Kent PALMER

PALMER, K. (2016) Advanced Chinese Acupuncture Theory 02: Original Architectural Design of Acupuncture Theory https://www.academia.edu/34580250/Advanced_Chinese_Acupuncture_Theory_02_Original_Architectural_Design_of_Acupuncture_Theory In: . Presented at the Holonomic Medicinal Theory, Academia.edu, USA. Comments: http://www.yinyangbalance.asia/blog/advanced-chinese-acupuncture-theory-02-original-architectural-design-of-acupuncture-theory-by-kent-palmer/2809/.

Advanced Chinese Acupuncture Theory 01: A Mathematical Approach to How Acupuncture Works by Kent PALMER

PALMER, K. (2016) Advanced Chinese Acupuncture Theory 01: A Mathematical Approach to How Acupuncture Works https://www.academia.edu/34499861/Advanced_Chinese_Acupuncture_Theory_01_A_Mathematical_Approach_to_How_Acupuncture_Works In: . Presented at the Holonomic Medicinal Theory, Academia.edu, USA. Comments: http://www.yinyangbalance.asia/blog/advanced-chinese-acupuncture-theory-01-a-mathematical-approach-to-how-acupuncture-works-by-kent-palmer/2804/.

EMERGENT DESIGN Explorations in Systems Phenomenology in Relation to Ontology, Hermeneutics and the Meta-dialectics of Design by Kent Duane Palmer

Palmer, K. D. (2009) EMERGENT DESIGN Explorations in Systems Phenomenology in Relation to Ontology, Hermeneutics and the Meta-dialectics of Design http://www.mediafire.com/view/p5ka8py9mo0h9pk/Emergent_design__explorations_in_systems_phenomenology_in_relation_to_ontology_hermeneutics_and_the_metadialectics_of_design.pdf. PhD, School of Electrical and Information Engineering, University of South Australia., SA, Australia. Comments: http://www.yinyangbalance.asia/blog/emergent-design-explorations-in-systems-phenomenology-in-relation-to-ontology-hermeneutics-and-the-meta-dialectics-of-design-by-kent-duane-palmer/2848/.

挑战思维极限:勾股定理的365种证明 (The Ultimate Intellectual Challenge: 365 PROOF OF Gou Gu Theorem (Phythagoras Theorem)) ISBN: 9787302458791

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古中醫學會圖書館藏書 Ancient Balance Medicine Association Library Collection 

目录
第1章分块法
1.1分块对应法
1.2镶嵌法
1.3十字分块法
第2章割补法
第3章搭桥法
第4章“化积为方”法
第5章等积变换法
第6章拼摆法
第7章增积法
第8章消去法
8.1倍积法
8.2面积比例法
第9章同积法
第10章射影法
10.1作斜边垂线的证法
10.2作直角边垂线的证法
第11章长度法
第12章方程法
第13章平方差法
第14章辅助圆法
第15章相似转化法
第16章间接证法
16.1反证法
16.2同一法
第17章解析法
17.1坐标法
17.2参数法
17.3三角函数法
第18章特例法
第19章泛化法
附录A证法出处汇总
附录B勾股定理的365种证明有用吗?
参考文献
后记

table of Contents
Chapter 1 Blocking
1.1 block correspondence method
1.2 Mosaic method
1.3 Cross block method
Chapter 2 Cant Method
Chapter 3 Bridge Method
Chapter 4 “Method of Formulating Products”
Chapter 5 Equal product transformation
Chapter 6 Plunging
Chapter 7 Accumulation
Chapter 8 Elimination
8.1 multiple product method
8.2 area ratio method
Chapter 9 Synchronous Method
Chapter 10 Projective Method
10.1 Proof of oblique vertical lines
10.2 Proof of Vertical Lines
Chapter 11 Length Method
Chapter 12 Equation Method
Chapter 13 Square Difference Method
Chapter 14 Auxiliary Circle Method
Chapter 15 Similar Transformations
Chapter 16 Indirect Proof
16.1 Anti-evidence
16.2 The same method
Chapter 17 Analysis
17.1 coordinate method
17.2 Parameter Method
17.3 Trigonometric Functions
Chapter 18 Special Cases Act
Chapter 19 Generalization
Appendix A proof of the source summary
Is the 365 kinds of proofs of Appendix B Pythagorean Theorem helpful?
references
postscript

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"All that is gold does not glitter, not all those who wander are lost... The old that is strong does not wither, deep roots are not reached by the frost. From the ashes a fire shall be woken, a light from the shadows shall spring. Renenwed shall be blade that was broken, the crownless again shall be king." - J.R.R. Tolkien, The Fellowship of the Ring

((The Ultimate Intellectual Challenge: 365 PROOF OF Gou Gu Theorem (Phythagoras Theorem)) 挑战思维极限:勾股定理的365种证明

Author: 李迈新
Pages: 248
Category: Mathematics 數學 道象理數 算術
Publisher: 清华大学出版社
Publication Date: 2016
Finished? No
Signed? No
First Edition? No

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Description
目录 第1章分块法 1.1分块对应法 1.2镶嵌法 1.3十字分块法 第2章割补法 第3章搭桥法 第4章“化积为方”法 第5章等积变换法 第6章拼摆法 第7章增积法 第8章消去法 8.1倍积法 8.2面积比例法 第9章同积法 第10章射影法 10.1作斜边垂线的证法 10.2作直角边垂线的证法 第11章长度法 第12章方程法 第13章平方差法 第14章辅助圆法 第15章相似转化法 第16章间接证法 16.1反证法 16.2同一法 第17章解析法 17.1坐标法 17.2参数法 17.3三角函数法 第18章特例法 第19章泛化法 附录A证法出处汇总 附录B勾股定理的365种证明有用吗? 参考文献 后记 table of Contents Chapter 1 Blocking 1.1 block correspondence method 1.2 Mosaic method 1.3 Cross block method Chapter 2 Cant Method Chapter 3 Bridge Method Chapter 4 “Method of Formulating Products” Chapter 5 Equal product transformation Chapter 6 Plunging Chapter 7 Accumulation Chapter 8 Elimination 8.1 multiple product method 8.2 area ratio method Chapter 9 Synchronous Method Chapter 10 Projective Method 10.1 Proof of oblique vertical lines 10.2 Proof of Vertical Lines Chapter 11 Length Method Chapter 12 Equation Method Chapter 13 Square Difference Method Chapter 14 Auxiliary Circle Method Chapter 15 Similar Transformations Chapter 16 Indirect Proof 16.1 Anti-evidence 16.2 The same method Chapter 17 Analysis 17.1 coordinate method 17.2 Parameter Method 17.3 Trigonometric Functions Chapter 18 Special Cases Act Chapter 19 Generalization Appendix A proof of the source summary Is the 365 kinds of proofs of Appendix B Pythagorean Theorem helpful? references postscript
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