2008 15th International Conference on Systems, Signals and Image Processing 2008
DOI: 10.1109/iwssip.2008.4604438
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Effect of multiple deconvolution parameters on the resolvability of decay rates of multiexponential signals

Abstract: -Noise reduction in deconvolution process has been a challenge to researchers in the field of signal processing. The problem is ill-posed and various algorithms have been developed to reduce noise enhancement. The effect of using multiple noise-compensating parameters in the deconvolution of multiexponential signals is considered in this paper. Three parameters are simultaneously adjusted to obtain optimal reduction in noise. It is shown that this approach performs better than a single parameter approach.

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“…In [7] the second order backward difference operator is shown to Application of Gardner transform complicates the analysis and interpretation of İ(k). Even if n(IJ) is derived from a stationary white noise process, there is no guarantee that the noise İ(k) will be equally stationary.…”
Section: [N]= Y(nǻt) X[n] = X(nǻt) V[n] = V(nǻt) and H[n] = ǻT(h(nǻmentioning
confidence: 99%
“…In [7] the second order backward difference operator is shown to Application of Gardner transform complicates the analysis and interpretation of İ(k). Even if n(IJ) is derived from a stationary white noise process, there is no guarantee that the noise İ(k) will be equally stationary.…”
Section: [N]= Y(nǻt) X[n] = X(nǻt) V[n] = V(nǻt) and H[n] = ǻT(h(nǻmentioning
confidence: 99%