Pages that link to "Item:Q2122340"

The following pages link to Complexity evolution of chaotic financial systems based on fractional calculus (Q2122340):

Displaying 18 items.

• Complexity analysis research of financial and economic system under the condition of three parameters' change circumstances (Q354768) (← links)
• Chaos synchronization of a finance chaotic system with an integral sliding mode controller (Q1983380) (← links)
• Complex chaotic systems and its complexity (Q2089420) (← links)
• Research on early warning algorithm for economic management based on Lagrangian fractional calculus (Q2122306) (← links)
• Evolution of fractional-order chaotic economic systems based on non-degenerate equilibrium points (Q2122335) (← links)
• Application and research of fractional differential equations in dynamic analysis of supply chain financial chaotic system (Q2122392) (← links)
• Research on fast numerical calculation based on fractional calculus model for macroeconomic growth (Q2122420) (← links)
• Research on the law of spatial fractional calculus diffusion equation in the evolution of chaotic economic system (Q2123448) (← links)
• The effect of market confidence on a financial system from the perspective of fractional calculus: numerical investigation and circuit realization (Q2123671) (← links)
• Chaos in a fractional-order financial system (Q2247429) (← links)
• On a linearity between fractal dimension and order of fractional calculus in Hölder space (Q2657306) (← links)
• Complexity and Hopf bifurcation analysis on a kind of fractional-order IS-LM macroeconomic system (Q2834944) (← links)
• Study on nonlinear dynamics of a financial chaotic system (Q4624552) (← links)
• TRACKING CONTROL AND STABILIZATION OF A FRACTIONAL FINANCIAL RISK SYSTEM USING NOVEL ACTIVE FINITE-TIME FAULT-TOLERANT CONTROLS (Q5025009) (← links)
• EXPLORING THE ASSET–LIABILITY RATIO FINANCIAL MANAGEMENT OF SMALL AND MEDIUM-SIZED ENTERPRISES UNDER DYNAMIC NONLINEAR SYSTEM (Q5070781) (← links)
• R-L ALGORITHM: AN APPROXIMATION ALGORITHM FOR FRACTAL SIGNALS BASED ON FRACTIONAL CALCULUS (Q5082102) (← links)
• THE EFFECTS OF THE RIEMANN–LIOUVILLE FRACTIONAL INTEGRAL ON THE BOX DIMENSION OF FRACTAL GRAPHS OF HÖLDER CONTINUOUS FUNCTIONS (Q5112686) (← links)
• Solution of chemical reaction model using Haar wavelet method with Caputo derivative (Q6614652) (← links)