Basic Tendency Model in Complete Factor Synergetics of Complex Systems
Commenced in January 2007
Frequency: Monthly
Edition: International
Paper Count: 33104
Basic Tendency Model in Complete Factor Synergetics of Complex Systems

Authors: Li Zong-Cheng

Abstract:

The deviation between the target state variable and the practical state variable should be used to form the state tending factor of complex systems, which can reflect the process for the complex system to tend rationalization. Relating to the system of basic equations of complete factor synergetics consisting of twenty nonlinear stochastic differential equations, the two new models are considered to set, which should be called respectively the rationalizing tendency model and the non- rationalizing tendency model. Therefore we can extend the theory of programming with the objective function & constraint condition suitable only for the realm of man-s activities into the new analysis with the tendency function & constraint condition suitable for all the field of complex system.

Keywords: complex system, complete factor synergetics, basicequation, rationalizing tendency model, non-rationalizing tendencymodel.

Digital Object Identifier (DOI): doi.org/10.5281/zenodo.1331279

Procedia APA BibTeX Chicago EndNote Harvard JSON MLA RIS XML ISO 690 PDF Downloads 1336

References:


[1] The new evolutionary microeconomics : complexity, competence, and adaptive behavior. Jason Potts. Cheltenham, UK ; Northampton, MA, USA : E. Elgar Pub., c, xii, 239 p, 2000.
[2] Complexity and the history of economic thought : selected papers from the History of Economics Society Conference / edited by David Colander. ÔÇöÔÇö London ; New York : Routledge, xii, 249 p, 2000.
[3] Olivier Bournez, Manuel L. Campagnolo, Daniel S., Polynomial differential equations compute all real computable functions on computable compact intervals, Journal of Complexity, 2007, 1, Vol. 23,3, 317-335
[4] J. Liang; Z. Shi; D. Li; M. J. Wierman, Information entropy, rough entropy and knowledge granulation in incomplete information systems, International Journal of General Systems, Volume 35 Issue 6 2006
[5] Vasco Brattka, Peter Hertling, Ker-I Ko and Hideki Tsuiki, Computability and complexity in analysis, Journal of Complexity, 2006, 12, Vol. 22, 6, 728
[6] Stephan Herting; Lars Stein, The evolution of Luhmann-s systems theory with focus on the constructivist influence, International Journal of General Systems, Volume 36 Issue 1 2007
[7] Li Zong-Cheng, Basic Equation and Function of Holo-synergetic Dynamics for Complex Systems, Systems Engineering ÔÇöÔÇö Theory & Practice, Vol. 24, 2004, 4-13
[8] Li Zongcheng, Basis of time series analysis on a non-equilibrium process, IEEE International Conference of Industrial Technology, 1996.
[9] Li Zongcheng, A rate equation of the laser that reflects the coherence of light, Optics & Technology, 1995.
[10] Li Zongcheng, Spatiotemporal Relation of Extendable General Relativity in the Irreversible Process of A Dissipative System, Acta Physics Sinica, 2003.4: 1-10
[11] Li Zongcheng, Gravitational Relation of Extendable General Relativity in the Irreversible Process of A Dissipative System, Acta Physics Sinica, 2003.4: 11-20
[12] Li Zongcheng, Basic Equation of Complete factor synergetics with Normalization of Dimension for Complex Systems, 2007, to have been sent your editorial department