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In [23], the adaptive lag synchronization of Cohen-Grossberg neural networks with discrete delays was discussed.
The analysis window length N A used in the AW-XWVD is 10 samples points and the average length of adaptive lag window N w is 80 samples points.
For N time samples, the total number of multiplications to setup the adaptive lag window based on the average lag window width N w is N w N. 4.
For N time samples, the total number of multiplications to setup the adaptive lag window based on the average lag window width N w is N w N. To get the XTFR, the Fourier transform of the windowed cross bilinear product is calculated in the lag direction with (N τ log2 N τ ) multiplications.
For the sake of clarity in terminology, in the paragraph below, N is the signal length, N τ is the lag window length, N A is the length of the analysis window, and N w is the average length of adaptive lag window.
Efforts have also been made to reduce dynamical misregistration, including: 1) in order to reduce synchronization latency, multiple threads are dynamically generated for reading and processing sensor measurement immediately upon the data arrival in the host system; and 2) an adaptive lag compensation algorithm is designed to reduce the latency induced by the Finite Impulse Response (FIR) filter.
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By applying the LLAC on the cross bilinear product, the resulting adaptive window resembles the shape of a parallelogram as shown in Figure 3. Table 2 Minimum Value of LLAC for various frequencies Number Signal frequency (Hz) Min |R KK (t, ς)| 1 1/32 0.567 2 1/16 0.251 3 1/8 0.121 4 1/4 0.089 Figure 3 Time-lag representations of PSK signal with adaptive lag-window.
An adaptive projective lag synchronization (PLS) scheme was proposed in drive-response dynamical networks with delayed coupling consisting of identical and different nodes.
In this paper we present the adaptive anti-lag synchronization (ALS) of two identical or non-identical hyperchaotic complex nonlinear systems with uncertain parameters.
These temporally adaptive empirical lags were smoothed with a 3-month moving average, centered on the middle month, and then used to estimate exposure dates.
The adaptation method used to set up the localized lag adaptive window is then discussed.
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