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http://dx.doi.org/10.5667/tang.2015.0005

Needham's grand question: its accurate answer and the mathematical principles of Chinese natural philosophy and medicine  

Chang, Shyang (Department of Chinese Medicine, Faculty of Medicine and Health Sciences, University of Tunku Abdul Rahman (UTAR))
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CELLMED / v.5, no.2, 2015 , pp. 9.1-9.14 More about this Journal
Abstract
The so-called "Needham's Grand Question" (NGQ) can be formulated as why modern science was developed in Europe despite the earlier successes of science and technology in ancient China. Numerous answers have been proposed. In this review, it will be pointed out that traditional Chinese natural philosophy (TCNP) and traditional Chinese medicine (TCM) are in fact dealing with problems of highly complex dynamical systems of Nature and human beings. Due to the lack of mathematical machinery in dealing with such complex phenomena, a holistic approach was taken by ancient Chinese instead. It was very successful for the first eighteen centuries. In the recent three centuries, however, the reductionist and mechanistic viewpoints of Western natural philosophy, sciences, and medicine have been prevalent all over the world up to now. The main obstacle in preventing the advancement of TCM, TCNP and its sciences is actually the lacking of proper mathematical tools in dealing with complex dynamical systems. Fortunately, the tools are now available and a "chaotic wave theory of fractal continuum" has been proposed recently. To give the theory an operational meaning, three basic laws of TCNP are outlined. These three laws of wave/field interactions contrast readily with those of Newton's particle collisions. Via the proposed three laws, TCM, TCNP and its sciences can be unified under the same principles. Finally, an answer to NGQ can be accurately given. It is hoped that this review will help promoting a genuine understanding of natural philosophy, sciences, and medicine in an ecumenical way.
Keywords
chaotic wave theory of fractal continuum; mathematical principles of traditional Chinese natural philosophy; traditional Chinese medicine; Needham's Grand Question;
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1 Bernardo-Filho M, de Sa-Caputo Dda C, Marin PJ, Chang S. The mechanism of Auriculotherapy: A case report based on the fractal structure of meridian system. African J Tradit Complement Altern Med. 2014;11:30-37.   DOI
2 Born M. Atomic Physics. 8th ed. (New York, USA: Dover), 1989.
3 Chang S, Mao ST, Kuo TP, Hu SJ, Lin WC, Cheng CL. Fractal geometry in urodynamics of lower urinary tract. Chin J Physiol. 1999;42:25-31.
4 Chang S, Mao ST, Hu SJ, Lin WC, Cheng CL. Studies of detrusor-sphincter synergia and dyssynergia during micturition in rats via fractional Brownian motion. IEEE Trans Biomed Eng. 2000;47:1066-1073.   DOI
5 Chang S, Hu SJ, Lin WC. Fractal dynamics and synchronization of rhythms in urodynamics of female Wistar rats. J Neurosci Methods. 2004;139:271-279.   DOI
6 Chang S, Li SJ, Chiang MJ, Hu SJ, Hsyu MC. Fractal dimension estimation via spectral distribution function and its application to physiological signals. IEEE Trans Biomed Eng. 2007;54:1895-1898.   DOI
7 Chang S, Hsyu MC, Cheng HY, Hsieh SH, Lin CC. Synergic co-activation in forearm pronation. Ann Biomed Eng. 2008a;36:2002-2018.   DOI
8 Chang S, Hsyu MC, Cheng HY, Hsieh SH. Synergic coactivation of muscles in elbow flexion via fractional Brownian motion. Chin J Physiol. 2008b;51:376-386.
9 Chang S, Chiang MJ, Li SJ, Hu SJ, Cheng HY, Hsieh SH, Cheng CL. The cooperative phenomenon of autonomic nervous system in urine storage. Chin J Physiol. 2009;52:72-80.
10 Chang S. Physiological rhythms, dynamical disease, and acupuncture. Chin J Physiol. 2010a;53:72-90.
11 Chang S. The rationale behind a reticular meridian model for Chinese acupuncture. IEEE Xplore. 2010b;1-4.
12 Chang S. Fractional Brownian motion and blackbody radiation. Chin J Phys. 2011a;49:752-758.
13 Chang S. Fractional Brownian motion and its increments as undulatory models. IEEE Xplore; 2011b;1-4.
14 Chang S. Fractional Brownian Motion in biomedical signal processing, physiology, and modern physics. IEEE Xplore; 2011c;1-4.
15 Chang S. Hypertension: a comparative review based on fractal wave theory of continuum. Adapt Med. 2011d;3:91-98.
16 Chang S. The meridian system and mechanism of acupuncturea comparative review. Part 1: the meridian system. Taiwan J Obstet Gynecol. 2012;51:506-514.   DOI   ScienceOn
17 Chang S. The meridian system and mechanism of acupuncturea comparative review. Part 2: mechanism of acupuncture analgesia. Taiwan J Obstet Gynecol. 2013a;52:14-24.   DOI   ScienceOn
18 Chang S. The meridian system and mechanism of acupuncturea comparative review. Part 3: mechanisms of acupuncture therapies. Taiwan J Obstet Gynecol 2013b;52:171-184.
19 de Souza DE, Franca DLM, Senna-Fernandes V, Sa-Caputo DC, Guilho S, dos Santos AAV, de Paoli S, Presta GA, Chang S, Bernardo-Filho M. On the interconnectedness of meridian system and zang-fu: A comparative review and its implications. Adapt Med. 2014;6:41-48.   DOI
20 Cole KS. Membranes, Ions and Impulses. (Berkeley, USA: University of California Press), 1968.
21 Goldman N, Chen M, Fujita T, Xu Q, Peng W, Liu W, Jensen TK, Pei Y, Wang F, Han X, Chen JF, Schnermann J, Takano T, Bekar L, Tieu K, Nedergaard M. Adenosine A1 receptors mediate local anti-nociceptive effects of acupuncture. Nat Neurosci. 2010;13:883-888.   DOI
22 Han JS. Acupuncture and endorphins: mini review. Neurosci Lett. 2004;361:258-261.   DOI   ScienceOn
23 Lu GD, Needham J. Celestial Lancet: a History and Rationale of Acupuncture and Moxa. (London, UK: Cambridge University Press), 1980.
24 Mandelbrot BB, Van Ness JW. Fractional Brownian motion, fractional noises and applications. SIAM Rev. 1968;10:422-437.   DOI
25 Mcdonald DA. Blood Flow in Arteries. (London, UK: Edward Arnold), 1974.
26 Needham J. Science and Civilisation in China, Volume 1: Introductory Orientations. (London, UK: Cambridge University Press), 1954.
27 Needham J. Science and Civilisation in China, Volume 2: History of Scientific Thought. (London, UK: Cambridge University Press), 1956.
28 Needham J. Science and Civilisation in China: Volume 3, Mathematics and the Sciences of the Heavens and the Earth. (London, UK: Cambridge University Press), 1959.
29 Needham J, Gwei-Djen L, Sivin N. Science and Civilisation in China: Volume 6, Biology and Biological Technology, Part 6, Medicine. (London, UK: Cambridge University Press), 2000.
30 Needham J. Science and Civilisation in China: Volume 4, Physics and Physical Technology, Part 1, Physics. (London, UK:Cambridge University Press), 1962.
31 Needham J, Robinson KG, Elvin M, Huang R. Science and Civilisation in China Volume 7: The Social Background, Part 2, General Conclusions and Reflections. (London, UK: Cambridge University Press), 2004.
32 Needham J. The grand titration: science and society in East and West. (London, UK: George Allen & Unwin Ltd.), 1969.
33 Needham J. Clerks and Craftsmen in China and the West: Lectures and Addresses on the History of Science and Technology. (London, UK: Cambridge University Press), 1970.
34 Noble D. Claude Bernard, the first systems biologist, and the future of physiology. Exp Physiol. 2008;93:16-26.   DOI
35 Paley REAC, Wiener N. Fourier Transforms in the Complex Domain. (Providence, USA: The American Mathematical Society), 1934.
36 Planck M. The Theory of Heat Radiation. (New York, USA: Dover), 1959.
37 Samorodnitsky G, Taqqu MS. Stable Non-Gaussian Random Processes: Stochastic Models with Infinite Variance. (Floride, USA: CRC Press), 1994.
38 Sharpey-Schafer EA. The Essentials of Histology, Descriptive and Practical, for the Use of Students. 9th ed. (Philadelphia, USA: Lea & Febiger), 1914.
39 World Health Organization. Acupuncture: review and analysis of controlled clinical trials. (Geneva, Switzerland: World Health Organization), 2002.
40 World Health Organization. A proposed standard international acupuncture nomenclature: Report of a WHO Scientific Group. (Geneva, Switzerland: World Health Organization), 1991.