1992
DOI: 10.1109/82.199901
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Learning characteristics of transpose-form LMS adaptive filters

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Cited by 24 publications
(5 citation statements)
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“…The suggestion include • Delayed LMS [263,273,274] • Look-ahead transformation of the pipelined LMS [258,275,276] • Transposed form LMS filter [277] • Block transformation using FFTs [268] We have already discussed the block transform algorithms and now wish in the following to briefly review the other techniques to improve the LMS throughput. We need therefore to ensure that the coefficient of the pipelined filter still converges to the same coefficient as the adaptive filter without pipelining.…”
Section: Pipelined Lms Filtersmentioning
confidence: 99%
See 1 more Smart Citation
“…The suggestion include • Delayed LMS [263,273,274] • Look-ahead transformation of the pipelined LMS [258,275,276] • Transposed form LMS filter [277] • Block transformation using FFTs [268] We have already discussed the block transform algorithms and now wish in the following to briefly review the other techniques to improve the LMS throughput. We need therefore to ensure that the coefficient of the pipelined filter still converges to the same coefficient as the adaptive filter without pipelining.…”
Section: Pipelined Lms Filtersmentioning
confidence: 99%
“…The learning characteristics of the transposed-form adaptive filter algorithms have been investigated by Jones [277], who showed that we will get a somewhat slower convergence rate when compared with the original LMS algorithm. The stability bound regarding μ also needs to be determined and is found to be smaller than for the LMS algorithm.…”
Section: Transposed Form Lms Filtermentioning
confidence: 99%
“…The TF-LMS adaptive filter (Jones 1992) has similar convergence behaviour as the DLMS filter. An 8-tap predictor system with mD delays is given in Figure 9.18.…”
Section: High-speed Implementationmentioning
confidence: 99%
“…The MSE performance of the transposed DFE is about 1 dB lower than that of the direct-form DFE and it has a slow acquisition time. However, the transposed DFE allows highly parallel, almost systolic architectures for the high-speed parallel implementation of adaptive filters [23]. Hence, the proposed equalizer employs the transposed DFE architecture.…”
Section: Proposed Adaptive Equalizermentioning
confidence: 99%