Fig. 12.
(a) Time series of $p_i(t)$ for $i=1,\ldots,N$ of the Froeschlé map with $N=4$, $K=0.5$, and $b=0.02$. (b) Wavelet spectra $\left|\tilde p_i\left(\omega,t\right)\right|^2$, where $\tilde p_i\left(\omega,t\right)$ denotes the wavelet transformation of $p_i(t)$ for $i=1,\ldots,N$.

(a) Time series of |$p_i(t)$| for |$i=1,\ldots,N$| of the Froeschlé map with |$N=4$|⁠, |$K=0.5$|⁠, and |$b=0.02$|⁠. (b) Wavelet spectra |$\left|\tilde p_i\left(\omega,t\right)\right|^2$|⁠, where |$\tilde p_i\left(\omega,t\right)$| denotes the wavelet transformation of |$p_i(t)$| for |$i=1,\ldots,N$|⁠.

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