1993
DOI: 10.1109/48.219529
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Reverberation fluctuations from a smooth seafloor

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Cited by 22 publications
(11 citation statements)
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“…Such a model is typically referred to as a scale mixture of Gaussian distributions. In [10], it was shown that, for such a representation to exist, it is both necessary and sufficient that the pdf of , , be symmetric about the origin and have derivatives satisfying (1) Moreover, it was shown [10] that the distribution function of the random variable is very closely related to, and can be determined from, the Laplace transform of . One distribution that satisfies the requirement given in (1) is the Laplace distribution with pdf (2) Through the use of the Laplace transform of , one finds that is exponentially distributed with unity rate parameter [10].…”
Section: A Review and Density Characterizationmentioning
confidence: 98%
See 1 more Smart Citation
“…Such a model is typically referred to as a scale mixture of Gaussian distributions. In [10], it was shown that, for such a representation to exist, it is both necessary and sufficient that the pdf of , , be symmetric about the origin and have derivatives satisfying (1) Moreover, it was shown [10] that the distribution function of the random variable is very closely related to, and can be determined from, the Laplace transform of . One distribution that satisfies the requirement given in (1) is the Laplace distribution with pdf (2) Through the use of the Laplace transform of , one finds that is exponentially distributed with unity rate parameter [10].…”
Section: A Review and Density Characterizationmentioning
confidence: 98%
“…T HE studies on bottom return statistics reveal [1]- [3] that the distribution of the envelope of the matched filtered output is dependent on the frequency, grazing angle, range, and roughness properties of the bottom. Rough surface measurements made using high-resolution sonar have indicated [2] that the envelope amplitude distributions can often deviate from a Rayleigh distribution and be better modeled using log-normal, Weibull, or other more complex distributions.…”
Section: Introductionmentioning
confidence: 99%
“…The background distribution in sonar data is highly variable. Studies on bottom return statistics reveal [36][37][38] that the distribution of the envelope of the matched filtered output is dependent on the frequency, grazing angle, range, and roughness properties of the sea-floor. Rough surface measurements made using high-resolution sonar have indicated that the amplitude distributions can often deviate from a Rayleigh distribution and be better modeled using log-normal, Weibull, or other more complex distributions [39].…”
Section: Introductionmentioning
confidence: 99%
“…Various probability density functions (pdfs) have been used to improve the performance of target detection, despeckling and identification of SAR images [33][34][35]. The scattering distribution of pdf parameter is highly sensitive to the frequency, range and roughness properties of the targets [36,37]. A small change in these properties provides a big change in the scattered distribution.…”
Section: Introductionmentioning
confidence: 99%