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Estimation of the third moment follows the same procedure.
For the estimation of the third term see [6].
Using (widehat {Sigma }) the estimation of the third stage will be consistent.
Similar(57)
Since recent progress in regularization-based system identification has enabled the practical estimation of the third-order Volterra kernel, these tensor factorization based approaches have become attractive.
The estimation of the second term is of interest here.
The estimation of the second- and third-order PPSs are considered in detail.
As special cases, we consider in detail the estimation of the second- and third-order PPSs.
For the estimation of the second order derivatives of v, we need the following lemma.
In practical applications, the estimation of the first six harmonics can meet the precision requirement.
The third criterion is so defined that the particle estimation of the first derivatives in stable field should be zero.
This method is based on the estimation of the first- and second-order moments of the received signal.
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