Fundamental Equation of Complete Factor Synergetics of Complex Systems with Normalization of Dimension
It is by reason of the unified measure of varieties of resources and the unified processing of the disposal of varieties of resources, that these closely related three of new basic models called the resources assembled node and the disposition integrated node as well as the intelligent organizing node are put forth in this paper; the three closely related quantities of integrative analytical mechanics including the disposal intensity and disposal- weighted intensity as well as the charge of resource charge are set; and then the resources assembled space and the disposition integrated space as well as the intelligent organizing space are put forth. The system of fundamental equations and model of complete factor synergetics is preliminarily approached for the general situation in this paper, to form the analytical base of complete factor synergetics. By the essential variables constituting this system of equations we should set twenty variables respectively with relation to the essential dynamical effect, external synergetic action and internal synergetic action of the system.
[1] David Pouvreau; Manfred Drack, Part I: elements on the origins and
genesis of Ludwig von Bertalanffy's. "General Systemology",
International Journal of General Systems, Volume 36 Issue 3 2007
[2] 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
[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] 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
[5] Lu Chen-Guang , Generalized Theory of Information, CSTU Press, 1993.
[6] Jumarie J., Subjectivity: Human Communication, in: System and Control
Encyclopedia, Pergmon Press, 1987: 4696 - 4698.
[7] Yager R. R., Measures of properties on fuzzy sets and possibility
distribution, In: Proc. 3rd Inter. Seminar on Fuzzy Set Theory,
Johannes Univ., Linz., 1981: 211 - 222.
[8] Dubois D. and Prade H., Properties of measures of information is
evidence and possibility theories, Fuzzy sets and system, 14 (1987), 161
- 182.
[9] The new evolutionary microeconomics : complexity, competence, and
adaptive behavior. Jason Potts. Cheltenham, UK ; Northampton, MA,
USA : E. Elgar Pub., c, xii, 239 p, 2000.
[10] David Colander, Complexity and the history of economic thought :
selected papers from the History of Economics Society
Conference,London ; New York : Routledge, xii, 249 p, 2000.
[11] 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
[12] Vasco Brattka, Peter Hertling, Ker-I Ko and Hideki Tsuiki,
Computability and complexity in analysis, Journal of Complexity, 2006,
12, Vol. 22, 6, 728
[13] Li Zong-Cheng, Fundamental equation and Function of Holo-synergetic
Dynamics for Complex Systems, Systems Engineering ÔÇöÔÇö Theory &
Practice, Vol. 24, 2004, 4-13
[14] Li Zongcheng, Basis of time series analysis on a non-equilibrium
process, IEEE International Conference of Industrial Technology, 1996.
[15] Li Zongcheng, A rate equation of the laser that reflects the coherence of
light, Optics & Technology, 1995.
[16] Li Zongcheng, Spatiotemporal Relation of Extendable General Relativity
in the Irreversible Process of A Dissipative System, Acta Physics Sinica,
2003.4: 1-10
[17] Li Zongcheng, Gravitational Relation of Extendable General Relativity
in the Irreversible Process of A Dissipative System, Acta Physics Sinica,
2003.4: 11-20
[18] Li Zongcheng, On the Hypothesis on the Bifurcate-Chaos Wave of An
Atom under Condition of Thermal Non-equilibrium, Chinese Journal of
Atomic and Molecular Physics, 4 (1995) 427- 438
[1] David Pouvreau; Manfred Drack, Part I: elements on the origins and
genesis of Ludwig von Bertalanffy's. "General Systemology",
International Journal of General Systems, Volume 36 Issue 3 2007
[2] 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
[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] 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
[5] Lu Chen-Guang , Generalized Theory of Information, CSTU Press, 1993.
[6] Jumarie J., Subjectivity: Human Communication, in: System and Control
Encyclopedia, Pergmon Press, 1987: 4696 - 4698.
[7] Yager R. R., Measures of properties on fuzzy sets and possibility
distribution, In: Proc. 3rd Inter. Seminar on Fuzzy Set Theory,
Johannes Univ., Linz., 1981: 211 - 222.
[8] Dubois D. and Prade H., Properties of measures of information is
evidence and possibility theories, Fuzzy sets and system, 14 (1987), 161
- 182.
[9] The new evolutionary microeconomics : complexity, competence, and
adaptive behavior. Jason Potts. Cheltenham, UK ; Northampton, MA,
USA : E. Elgar Pub., c, xii, 239 p, 2000.
[10] David Colander, Complexity and the history of economic thought :
selected papers from the History of Economics Society
Conference,London ; New York : Routledge, xii, 249 p, 2000.
[11] 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
[12] Vasco Brattka, Peter Hertling, Ker-I Ko and Hideki Tsuiki,
Computability and complexity in analysis, Journal of Complexity, 2006,
12, Vol. 22, 6, 728
[13] Li Zong-Cheng, Fundamental equation and Function of Holo-synergetic
Dynamics for Complex Systems, Systems Engineering ÔÇöÔÇö Theory &
Practice, Vol. 24, 2004, 4-13
[14] Li Zongcheng, Basis of time series analysis on a non-equilibrium
process, IEEE International Conference of Industrial Technology, 1996.
[15] Li Zongcheng, A rate equation of the laser that reflects the coherence of
light, Optics & Technology, 1995.
[16] Li Zongcheng, Spatiotemporal Relation of Extendable General Relativity
in the Irreversible Process of A Dissipative System, Acta Physics Sinica,
2003.4: 1-10
[17] Li Zongcheng, Gravitational Relation of Extendable General Relativity
in the Irreversible Process of A Dissipative System, Acta Physics Sinica,
2003.4: 11-20
[18] Li Zongcheng, On the Hypothesis on the Bifurcate-Chaos Wave of An
Atom under Condition of Thermal Non-equilibrium, Chinese Journal of
Atomic and Molecular Physics, 4 (1995) 427- 438
@article{"International Journal of Information, Control and Computer Sciences:63218", author = "Li Zong-Cheng", title = "Fundamental Equation of Complete Factor Synergetics of Complex Systems with Normalization of Dimension", abstract = "It is by reason of the unified measure of varieties of resources and the unified processing of the disposal of varieties of resources, that these closely related three of new basic models called the resources assembled node and the disposition integrated node as well as the intelligent organizing node are put forth in this paper; the three closely related quantities of integrative analytical mechanics including the disposal intensity and disposal- weighted intensity as well as the charge of resource charge are set; and then the resources assembled space and the disposition integrated space as well as the intelligent organizing space are put forth. The system of fundamental equations and model of complete factor synergetics is preliminarily approached for the general situation in this paper, to form the analytical base of complete factor synergetics. By the essential variables constituting this system of equations we should set twenty variables respectively with relation to the essential dynamical effect, external synergetic action and internal synergetic action of the system.
", keywords = "complex system, disposal of resources, completefactor synergetics, fundamental equation.", volume = "4", number = "3", pages = "581-8", }
