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STUDY FOR THE BIFURCATION TOPOLOGICAL STRUCTURE AND THE GLOBAL COMPLICATED CHARACTER OF A KIND OF NONLINEAR FINANCE SYSTEM(II)
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2001
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FinancializationFinancial MathematicsStabilityFinancial SystemManagementLever FunctionFinancial ModelingEconomicsChaos TheoryTopological DynamicAccountingBifurcation TheoryFinanceEconophysicsMacroeconomicsBusinessStable PeriodicMathematical ModelDynamical AnalysisFinancial EngineeringFinancial Crisis
Based on the mathematical model of a kind of complicated financial system, all possible things that the model shows in the operation of our country's macro-financial system were analyzed, such as balance, stable periodic, fractal,Hopf-bifurcation, the relationship between parameters and Hopf-bifurcations, and chaotic motion etc. By the changes of parameters of all economic meanings, the conditions on which the complicated behaviors occur in such a financial system, and the influence of the adjustment of the macro-economic policies and adjustment of some parameter on the whole financial system behavior were analyzed. This study will deepen people ' s understanding of the lever function of all kinds of financial policies.