Happy Chinese New Year! The year of good knowledge and wisdom has officially started ^o^. I wish you all to be benefited from the wisdom of the ancient Confucianism, Buddhism, Taoism, and Traditional Chinese Medicine (儒釋道醫), and the wisdom of modern systems sciences (系統論
). Hope that these wisdom will bring you all happiness, healthiness and harmonies in the coming year.
引言
第一章 周秦道论
一、诸子道论
二、《老子》道论
三、阴阳家与数术学
第二章 中国数术学
一、数术学的源流
二、数术学的含义
三、数术学的基本理论
四、数术学的精微理论
第三章 象数医学大要
一、象数医学的概念
二、象数医学的渊源
三、象数医学的结构
四、象数医学的学术思想
五、象数医学所揭示的自然规律
六、太极思维与病机四论
第四章 象数医学发微
一、运气学说渊源及其在《内经》中的地位
二、从天子卦阴阳变化规律谈阴阳平衡论
三、《周易》象数原理在针刺手法中的应用
四、浅谈五运六气学说中的系统论思想
五、试从运气学说探讨脑血管意外的发病规律
六、子午流注与病死时间规律初探
七、易理刚柔相摩与卦气图针法浅说
八、五音音乐导引探颐
九、时辰护理初探
十、从太极模式解读十二经脉运行轨迹
十一、五轮八廓诊法解读
跋
International Society for the Systems Sciences 62nd annual conference ISSS2018
Health and Systems Thinking Special Integration Group presentation and Full paper
2018 July 22-27
Kelley Engineering Center Building
C2HM Hill Alumni Center
Oregon State University, USA
Abstract:
General systems theories have been developing with the aim of understanding the general fundamental components and relationships of knowledge across different disciplines. After 60 years of hard work and academic exchanges, many modern Western systems theories have developed with a variety of terminologies, illustrating the relationships between observers and decision makers, between systems and environment, and between the organizational forces of systems (decreases entropy with emerging effect) and the chaotic forces of the 2nd law of thermodynamics (increases entropy with de-emerging effect). In order to enrich and enlighten further development of the theories, ancient Eastern wisdoms from Confucianism, Buddhism, Taoism, and Traditional Chinese Medicine (儒釋道醫) have been analyzed with modern systems terminologies for the “Integral East-West Systems Thinking” project by the Ancient Balance Medicine Research Institute.
“Tree of Life” is a term and concept that appeared in different ancient cultures. The one that is being investigated is the Hermetic version of Tree of Life, Qabalah, as illustrated by SpiritScienceCentral.com with 10 spheres or “planes” of creation which are individually called Sephira. Other versions have more relationships between the spheres, for example, the Jewish and the Christian version. The research challenge lies in how to co-relate these 10 spheres with the numbers 2 in Ying-Yang by Taoism, 3 in Heaven-Earth-Human Trinity by Confucianism, 4 in Distictions-Systems-Relationships-Perspectives theory of analysis by Derek Cabrera, 5 in Five Elements Differential Diagnosis-Cure Process by Traditional Chinese Medicine, Five Aggregates Human Mind Systems by Buddha, Five Virtues by Confucianism, Five components in R-theory of Relational Sciences by John Kineman, 13 in the 5+3+5 levels in Emergent Meta-system in Schemas Thoery by Kent Palmer, and 15 in the 3×5 levels in the Taichi Yin-Yang Five Elements Trinity i±1 System by Ancient Balance Medicine Research Institute. All theories seem to attempt to release the boundary of duality between the physical world with precise engineering and the world of consciousness with fuzzy cognitive processes, and eventually develop different united non-dual systems thinkings. The research in this paper has found a possible set of co-relations among these different systems thinkings, by analyzing in a systemic manner, the structure of the components and relationships, and their corresponding properties and transformations.
It is believed that the bridging of these Ancient-Modern East-West （古今中西）systems thinkings would inspire more research and academic exchanges, leading to a more holistic worldview for understanding ourselves and the world around us.
Draft English translation under editing:
全书编写要求与方法 Requirements and methods for writing and compilation of the whole book.
第一卷前言 Volume 1 Preface
第一编 总论 Part I: General Introduction to the Collection
第一章 中国数学史的研究对象、价值和任务
Chapter I: The research object, value and mission of Chinese History of Mathematics.
第二章 中国数学史的研究方法与要求
Chapter II: Research Methods and Requirements of Chinese History of Mathematics
第三章 中国数学史的分期
Chapter III: The periodic division of Chinese History of Mathematics
……
第二编 中国数学的萌芽
Part II The Budding of Chinese Mathematics
第一章 数学在中国的萌芽
Chapter 1 The Budding of Mathematics in China
第二章 甲骨文时代的数学
Chapter II Mathematics in the Oracle Times
第三章 金文中的数学知识
Chapter 3 Mathematical knowledge manifested in the bronze script culture
……
第三编 秦汉简牍中的数学与筹算
Part III Mathematics and calculations in the bamboo slip documentations in the Qin and Han dynasties
第一章 秦、西汉的时代背景
Chapter One The Time Background of Qin and Western Han Dynasty
第二章 竹简《算数术》与三阶纵横图
Chapter 2 Bamboo slip “Arithmetic” and the third-order magic square
第三章 简牍中的零星数学史料
Chapter 3 Sporadic historical Mathematics data in the Bamboo Slip documentations
第四章 算筹与筹算法
Chapter IV Calculations and Algorithms
第四编 秦汉天文历法与工程中的数学
Part IV Mathematics in the Astronomical Calendar and Engineering of Qin and Han Dynasty
第一章 “周髀”中的数学内容Chapter 1 Mathematical contents in “Zhou Bi”
第二章 《三统历》中的近似分数计算法
Chapter 2 Approximate Score Calculation Method in “Three Successive Calendar System”
第三章 汉历法中的不定分析――上元积年的推算
Chapter 3 Indefinite Analysis in the Han Dynasty Calendar—— Extrapolation of the Shang Yuan Accumulated Years
第四章 秦、汉时期工程技术和律学中的数学
Chapter 4: Mathematics in Engineering Technology and Musical Instrumentation during the Qin and Han Dynasties
序：“科學與儒學關係研究”的若干方法論問題 馬來平
導言
一、古數復原———明末清初數學史研究的一種思路
二、明末清初東傳數學與中國文化互動研究綜述
第一章 會通與嬗變的文化環境
一、中國數學學科名稱及其文化含義的演變
二、拘儒•達儒•真儒
三、達儒對東西方數學、科學的認識
四、西學中源説與儒學的理器劃分
第二章 外算會通的成就
一、傳統外算概況
二、中西數學會通觀念的形成與發展
三、社會與文化互動中的數學會通
四、數學會通與東傳數學的先進性
第三章 外算會通案例研究
一、爲什麽翻譯《幾何原本》
二、徐、利譯《幾何原本》若干史實新證
三、“幾何”曾經不是幾何學
四、明末清初中算家與公理化
第四章 内算會通案例研究
一、明末清初内算概覽
二、薛鳳祚中西占驗會通與曆法改革
三、用科學方法達成占驗目的的嘗試
四、數學會通與内算外算的易位
第五章 數學會通與“理”觀念的演化
一、數學會通與“物理”凸顯
二、數學會通與“至理”變换
三、數學會通與“宰理”威脅
四、明末清初的科學話語空間
結語
一、中西數學會通
二、傳統數學和理學的“嬗變”
參考文獻
後記
table of Contents
Preface: Some Methodological Issues on “Research on the Relationship between Science and Confucianism”
preface
I. Restoration of Ancient Numbers——An Idea for Studying the History of Mathematics in the Late Ming and Early Qing Dynasty
II.Summary of the Research on the Interaction between Eastward Mathematics and Chinese Culture in Late Ming and Early Qing Dynasty
Chapter 1 The Cultural Environment of Communication and Change
I. The evolution of the names of Chinese mathematics disciplines and their cultural meanings
Second, Confucianism, Confucianism, Confucianism, Confucianism
Daru’s Understanding of Mathematics and Science in the East and the West
IV. The Division of Sources in Western Learning and Confucianism
Chapter II Achievements of External Communication
I. Traditional Foreign Overview
Second, the formation and development of the concept of communication between Chinese and Western mathematics
Third, mathematics in social and cultural interaction
IV. The Advancement of Mathematics Communication and Eastward Mathematics
Chapter III Case Study of External Computer Communication
First, why the translation of “geometry original”
Second, Xu and Li translated “Geometry Original” some historical facts
Third, “geometry” was not geometry
IV. Chinese abacus and axiomatization in the late Ming and early Qing Dynasty
Chapter IV Case study of internal calculation
I. Overview of the internal calculation in the late Ming and early Qing Dynasty
Second, Xue Fengzhen’s Chinese and Western Affairs Inspection Association and Calendar Reform
Third, using scientific methods to achieve the purpose of inspection purposes
Fourth, mathematics and internal and external calculations of translocation
Chapter 5 The Evolution of Mathematical Communication and the Concept of “Li”
First, mathematics and “physical” highlight
Second, mathematics will pass and “to the” transformation
Third, the mathematics will pass the threat of “Zioni”
Fourth, the scientific discourse space in the late Ming and early Qing
Conclusion
First, the Chinese and Western Mathematics Association
Second, the “transmutation” of traditional mathematics and science
references
postscript
