BIBO-Stable Recursive Functional Link Polynomial Filtersdoi:10.1109/tsp.2016.2641395Alberto CariniGiovanni L. SicuranzaIEEE
Digital IF Filters, Diversity-Controlled Genetic Algorithms, Bilinear-LDI Lattice Digital Filters, BIBO Stability, Canonical Signed-Digit Numbers, Finite-Precision Digital Filter Optimizationp class=MsoNormal style=margin: 0cm 0cm 0pt; mso-layout-grid-align: none;span style=font-family: NimbusRomNo...
Almost always it is emphasized in the literature that the input-output map of a BIBO-stable (bounded input-bounded output) linear and time invariant systems (LTI-systems) is given by the well known convolution sum. It was discovered that not all discrete-time single-input single-output LTI ...
A novel CSD look-up table (LUT) scheme is developed so that in every stage of DCGA optimization, the IIR interpolation sub-filters constituent in the intermediate and final FRM digital filters are guaranteed to be automatically BIBO stable. The proposed DCGA optimization permits simultaneous ...
BIBO-stable LSI-systemsinput samplesconvolution/ B6140 Signal processing and detection C1260S Signal processing theoryAn LSI-system is called local if only a finite number of input samples to the system affect any given sample of the output. It is shown that BIBO-stable convolution systems are ...
Almost always it is emphasized in the literature that the input-output map of a BIBO-stable (bounded input-bounded output) linear and time invariant systems (LTI-systems) is given by the well known convolution sum. It was discovered that not all discrete-time single-input single-output L...
On the localization of impulse responses of BIBO-stable LSI-systemsMecklenbraaukerW. F.SIGNAL PROCESSING -AMSTERDAM-Wolfgang. F, Mecklenbra¨uker. (1998). On the localization of impulse responses of BIBO-stable LSI-systems. Signal Processing, 70,73-74....
Design and discrete optimization of BIBO stable FRM digital filters incorporating IIR digital interpolation subfilters.Digital filters having sharp transition band play a vital role in modern digital signal processing (DSP) applications. Emerging technologies require digital filters to be both computationally...
Neutral-Type-Time-Delay Systems That Are Not Formally Stable Are Not BIBO Stabilizable. IMA Jounal of Mathematical Control and Information:217–227.Loiseau, J.J., Cardelli, M., and Dusser, X. (2002). Neutral- type time-delay systems that are not formally stable are not BIBO stabilizable...