Solving Duffing Equations with Algorithmic Implementation
This compact program solves Duffing equations, analyzes chaotic states through phase portraits, and evaluates signal processing with noise injection capabilities
Computing Lyapunov Exponents for Fractional-Order Differential Equations
Calculating Lyapunov exponents for fractional-order differential equations to determine chaotic behavior in nonlinear dynamical systems, with implementation focusing on numerical algorithms and stability analysis techniques.
Visualization of Rossler Chaotic System with Multiple Parameter Configurations
Rossler chaotic system visualization demonstrating 6 distinct chaotic states under varying parameter u values, featuring implementation insights for numerical simulation and phase space analysis
Bifurcation Diagram of Chaotic Systems Transitioning from Small Periodic States to Chaos
Implementation of bifurcation diagram plotting for chaotic systems during the transition from small periodic states to chaotic states using MATLAB