2016
DOI: 10.1117/12.2223347
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Adaptive coherence estimator (ACE) for explosive hazard detection using wideband electromagnetic induction (WEMI)

Abstract: The adaptive coherence estimator (ACE) estimates the squared cosine of the angle between a known target vector and a sample vector in a transformed coordinate space. The space is transformed according to an estimation of the background statistics, which directly effects the performance of the statistic as a target detector. In this paper, the ACE detection statistic is used to detect buried explosive hazards with data from a Wideband Electromagnetic Induction (WEMI) sensor. Target signatures are based on a dic… Show more

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Cited by 16 publications
(15 citation statements)
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“…The ACE is a target detection algorithm that carries out a partial unmixing approach to isolate feature of interest from the background and its input is a single score (abundance of the target) per pixel [90]. It is generated from the generalized likelihood ratio (GLR) approach, which is a homogenously most powerful invariant detection statistic [91,92]. The ACE is invariant to the relative scaling of input spectra and has a constant false alarm rate (CFAR) for such scaling [93].…”
Section: Adaptive Coherence Estimator (Ace)mentioning
confidence: 99%
“…The ACE is a target detection algorithm that carries out a partial unmixing approach to isolate feature of interest from the background and its input is a single score (abundance of the target) per pixel [90]. It is generated from the generalized likelihood ratio (GLR) approach, which is a homogenously most powerful invariant detection statistic [91,92]. The ACE is invariant to the relative scaling of input spectra and has a constant false alarm rate (CFAR) for such scaling [93].…”
Section: Adaptive Coherence Estimator (Ace)mentioning
confidence: 99%
“…A benefit to using the DSRF is that it is directly related to the physical properties of potential targets and is thus invariant to the relative position and orientation of the WEMI sensor. 3,4,14 The dictionary A can be created by selecting a range of possible relaxation frequency terms ζ, and defining each element as a(ω, ζ) = jω/ζ 1 + jωζ (6) It follows that the atom for the k th relaxation frequency can be constructed as…”
Section: Discrete Spectrum Of Relaxation Frequencies Dictionarymentioning
confidence: 99%
“…In this work, ζ was created from 100 equally log-spaced frequencies ranging from just below the minimum to just above the maximum sensor operating frequency. A visual depiction of an 18-frequency DSRF dictionary is presented in the work by Alvey, et al and Cook, et al 3,4 When using the DSRF dictionary for target detection, it is assumed that a target sample can be represented by a linear combination of the dictionary atoms of A with a small amount of additive zero-mean Gaussian noise. Given the fixed dictionary, algorithms can be developed to search for the expected target responses defined in the atoms of A.…”
Section: Discrete Spectrum Of Relaxation Frequencies Dictionarymentioning
confidence: 99%
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