An adaptive recursive filter for autoregressive inputs
✍ Scribed by R. López-Valcarce; F. Pérez-González
- Publisher
- John Wiley and Sons
- Year
- 1998
- Tongue
- English
- Weight
- 261 KB
- Volume
- 12
- Category
- Article
- ISSN
- 0890-6327
No coin nor oath required. For personal study only.
✦ Synopsis
A novel o -line procedure for IIR system identiÿcation problems has been recently proposed and analysed under the assumption of a white input signal. The method happens to have a single, unbiased stationary point under this condition. This approach is based in interpolation theory and tries to overcome the drawbacks of equation-and output-error strategies. Here it is shown that the unicity of the stationary point is still preserved for a wider class of input signals, namely autoregressive processes of a certain order. With coloured input signals, an SPR condition arises for the convergence of the original on-line algorithm. A modiÿcation is proposed that eliminates this SPR condition, while leaving the stationary point untouched. Two di erent structures that implement the on-line algorithm are presented; the use of a lattice structure for the implementation of the recursive part of the ÿlter is considered as well.
📜 SIMILAR VOLUMES
In this paper, a new multichannel recursive least squares (MRLS) adaptive algorithm is presented which has a number of very interesting properties. The proposed computational scheme performs adaptive filtering via the use of a finite window, where the burdening past information is dropped directly b
Trahan, R. E., Jr., Grosz, F. B., Jr., and Griffin, S., An Improved Method for Design of Recursive Digital Filters Using Optimization, Digital Signal Processing 5 (1995) \(167-175\). With the increased capability of today's personal computers ( \(\mathrm{PC}\) ) and software packages, it often is a
artificial reflections for the open microstrip of Figure 4, whose substrate thickness is h s 3⌬, but whose width w is 10⌬, 6⌬, and 2⌬. The calculated data show that errors increase with decreasing wrh values. The increase, once again, of the error is due to departure from the TEM wave model, behavio