Chaos is a long-term non-periodic behavior in a deterministic system that is dependent
Shows sensitivity to initial conditions.
The operating environment of chaos is dynamic systems. A dynamic system consists of a single phase space or a fuzzy state whose coordinates determine the dynamic state of the system using dynamic laws.
A dynamic system can be Intermittent or chaotic. Dynamic systems (Lorenz-Rossler) are called strange attractors because they are a set of all paths that converge toward a fixed point, a finite loop, or so on.
Attractors are highly sensitive to initial conditions and are called strange because they consist of a fractal set.
Perhaps look at https://www.mathworks.com/videos/solving-odes-in-matlab-12-lorenz-attractor-and-chaos-117656.html
It could be a code which consists lorenz attractor and interpolation points in order to produce these figures,
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