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Gabor Analysis And Linear System Identification  (Make Corrections)  
W. Kozek, H.G. Feichtinger, J. Scharinger



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Abstract: Many practically important linear systems are slowly time--varying. In this paper we consider the frequency--domain identification of slowly time--varying systems with limited impulse response (underspread systems). We review time--frequency representations of LTV systems and its connection to the Gabor expansion of signals. It is shown how the matched multiwindow Gabor expansion can be used for the optimum frequency--domain identification and canonical realization of underspread LTV systems.... (Update)

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BibTeX entry:   (Update)

@misc{ kozek-gabor,
  author = "W. Kozek and H.G. Feichtinger and J. Scharinger",
  title = "Gabor Analysis And Linear System Identification",
  url = "citeseer.ist.psu.edu/59809.html" }
Citations (may not include all citations):
80   The Mobile Radio Propagation Channel (context) - Parsons - 1992
42   Linear Operator Theory in Engineering and Science (context) - Naylor, Sell - 1982
20   Frequency analysis of variable networks (context) - Zadeh - 1950
19   Time-Frequency Representation of Digital Signals and Systems.. (context) - Portnoff - 1980
12   Matched Weyl--Heisenberg expansions of nonstationary environ.. (context) - Kozek
11   the generalized Weyl correspondence and its application to t.. (context) - Kozek - 1992
9   Gabor wavelets and the Heisenberg group: Gabor Expansions an.. - Feichtinger, Grochenig - 1992
9   Multidimensional Signal Processing (context) - Dudgeon, Merserau - 1984
3   Mathematics of the time--varying channel (context) - Sostrand - 1968
1   Multiwindow Gabor-type Schemes by Frame Methods (context) - Zibulski, Zeevi - 1995
1   On underspread WSSUS channels: Calculus of transfer function.. (context) - Kozek
1   Time Variant Filtering via the Gabor Representation (context) - Farkash, Raz - 1990

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