Numerical solution of the Lorenz system using the classical fourth-order Runge–Kutta method, including phase-space and 3D attractor visualization.
python simulation numpy chaos ode scientific-computing matplotlib dynamical-systems ordinary-differential-equations numerical-methods nonlinear-dynamics runge-kutta rk4 lorenz-attractor lorenz-system chaotic-system
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Updated
Jul 3, 2026 - Python