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Ahmed Benallal
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2020 – today
- 2023
- [j6]Imen Gueraini, Ahmed Benallal
, Ayoub Tedjani:
New variable step-size fast NLMS algorithm for non-stationary systems. Signal Image Video Process. 17(6): 3099-3107 (2023) - 2021
- [j5]Ayoub Tedjani
Correction to: A novel cost-effective sparsity-aware algorithm with Kalman-based gain for the identification of long acoustic impulse responses. Signal Image Video Process. 15(2): 439 (2021) - 2020
- [j4]Ayoub Tedjani
A novel cost-effective sparsity-aware algorithm with Kalman-based gain for the identification of long acoustic impulse responses. Signal Image Video Process. 14(8): 1679-1687 (2020)
2000 – 2009
- 2009
- [j3]John-John Cabibihan
Towards Humanlike Social Touch for Sociable Robotics and Prosthetics: Comparisons on the Compliance, Conformance and Hysteresis of Synthetic and Human Fingertip Skins. Int. J. Soc. Robotics 1(1): 29-40 (2009) - 2008
- [c6]Madjid Arezki, Ahmed Benallal, Abderrezak Guessoum, Daoud Berkani:
Improvement of the Simplified FTF-Type Algorithm. SIGMAP 2008: 156-161 - 2007
- [j2]Ahmed Benallal
A simplified FTF-type algorithm for adaptive filtering. Signal Process. 87(5): 904-917 (2007) - 2006
- [j1]Mohamed Djendi, Martin Bouchard
Improvement of the convergence speed and the tracking ability of the fast Newton type adaptive filtering (FNTF) algorithm. Signal Process. 86(7): 1704-1719 (2006) - [c5]Ahmed Benallal, Abdelhak Benkrid:
A simplified FTF-Type algorithm for adaptive filtering. EUSIPCO 2006: 1-5 - [c4]John-John Cabibihan
The Uncanny Valley and the Search for Human Skin-Like Materials for a Prosthetic Fingertip. Humanoids 2006: 474-477 - 2003
- [c3]Mohamed Djendi, Ahmed Benallal
Three new versions for the Newton type adaptive filtering algorithm. ISSPA (2) 2003: 559-562
1980 – 1989
- 1989
- [c2]Ahmed Benallal, André Gilloire:
Improvement of the tracking capability of the numerically stable fast RLS algorithms for adaptive filtering. ICASSP 1989: 1031-1034 - 1988
- [c1]Ahmed Benallal, André Gilloire:
A new method to stabilize fast RLS algorithms based on a first-order model of the propagation of numerical errors. ICASSP 1988: 1373-1376
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