Row sums of an estimated transition matrix give local inverse dissipation; column maxima give an upper bound on the inverse Jacobian, tested on 1D and 2D chaotic maps.
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Learning dissipation and instability fields from chaotic dynamics
Row sums of an estimated transition matrix give local inverse dissipation; column maxima give an upper bound on the inverse Jacobian, tested on 1D and 2D chaotic maps.