Description Usage Arguments Value
Largest fixed point of dynamics \max_x {h(x)=0} estimated from polynomial h(x), which has been fitted to the deterministic dynamics of Langevin model
\dot(x)(t) = h(x(t)) + R \mathcal(N)(0,1)
as described by Friedrich et al. (2000): Physics Letters A 271, p. 217-222 *Extracting model equations from experimental data.
1 | MaxLangevinFixedPoint(arr, m, r)
|
arr |
KHIVA array with the time series. |
m |
Order of polynom to fit for estimating fixed points of dynamics. |
r |
Number of quantiles to use for averaging. |
Largest fixed point of deterministic dynamics.
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