2009
DOI: 10.1587/elex.6.1000
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Separability indices and their use in radar signal based target recognition

Abstract: Abstract:Validation of automatic target recognition (ATR) algorithm needs huge amount of real data, which is mostly infeasible. Hence we need statistical separability indices (SI) to evaluate the performance of ATR algorithms using limited amount of data. In this paper we explain five such different SIs. For parametric classifiers, we use the classic Bhattacharya distance as the SI and propose a simpler modified Bhattacharya distance. For non-parametric schemes we use the classic geometrical SI and propose two… Show more

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Cited by 8 publications
(4 citation statements)
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“…Finding a suitable combination for existing earth features is known as band separability analysis. The divergence measures decide the separability between the two spectral classes, say i and j. Jeffreys Matusita Distance (JM ij ), Divergence (D ij ), transform divergence (T D ij ) and Bhattacharyya distance (B ij ) are some well known measures of separability [49] [50]. Jeffreys-Matusita distance (JM ij ) for the class pair (i, j) is defined by Equation 1.…”
Section: B Band Separability Analysismentioning
confidence: 99%
“…Finding a suitable combination for existing earth features is known as band separability analysis. The divergence measures decide the separability between the two spectral classes, say i and j. Jeffreys Matusita Distance (JM ij ), Divergence (D ij ), transform divergence (T D ij ) and Bhattacharyya distance (B ij ) are some well known measures of separability [49] [50]. Jeffreys-Matusita distance (JM ij ) for the class pair (i, j) is defined by Equation 1.…”
Section: B Band Separability Analysismentioning
confidence: 99%
“…By contrast d ′ itself as usually defined does not generalize to higher dimensions, and it is unclear what measure could replace it. The criteria for a multidimensional measure of category overlap are still debated (e.g., see Mishra, 2009). Feldman (2012) (in a very different context) suggested using the ratio of the variance of the category means to the maximum within-category variance, a variant of Fisher’s F statistic, but that measure is relatively coarse.…”
Section: Higher Dimensions and Larger Numbers Of Distributionsmentioning
confidence: 99%
“…As such, we use the Bhattacharyya distance, which does take into account covariance and acts as an important statistical measure of the separability of two distributions [20,21]. If we assumed that each of our three classes can be modeled as a multivariate normal distribution, we may estimate the covariance matrices and means of the distributions associated with the classes.…”
Section: Classification Using a Single Waveletmentioning
confidence: 99%