Sampling Theory in Signal and Image Processing, volume 3, issue 2, pages 133-156

Reconstruction of sampled complex processes with timing jitter

Bernard Lacaze 1
, 
Corinne Mailhes 2
1
 
IRIT / TéSA, Toulouse Cédex 7, France | 
2
 
ENSEEIHT / IRIT / TéSA, Toulouse Cédex 7, France | 
Publication type: Journal Article
Publication date: 2004-05-01
SJR: —
CiteScore: —
Impact factor: —
ISSN: 15306429
Computational Mathematics
Analysis
Radiology, Nuclear Medicine and imaging
Algebra and Number Theory
Abstract
This paper studies the effects of timing jitter on complex processes, whether the sampling condition is verified or not. The problem of recovering a continuous-time process from observations subjected to jitter is considered. A solution in terms of linear filtering of sampled real and imaginary parts is derived. Simulation examples are given to demonstrate the application of the proposed scheme.
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