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(b) performance of the angle estimation of the target 2. (c) 3D coordinates estimate error.

Sufficient conditions are given to prove estimate error stability.

and denote the parameter estimate error as (11).

However, as the frame size decreases, its estimate error increases.

Furthermore, we are able to estimate error in the reported SCB content of each slice.

A close loop flux observer, based on the current estimate error, is then constructed.

The evaluation is derived based on the sum of the square of the estimate error.

Fig. 3 Average power consumption versus the channel estimate error ratios.

Figure 6 Position estimate error comparison between BinoGMF, PF, RBPF, and UKF.

In this subsection, the characteristic of the estimate error in L is examined.

Let h ~ SRD = h SRD − h ̂ SRD denote the channel estimate error for the relaying link.

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