2018
DOI: 10.1007/s11634-018-0309-2
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New distance measures for classifying X-ray astronomy data into stellar classes

Abstract: The classification of the X-ray sources into classes (such as extragalactic sources, background stars, . . . ) is an essential task in astronomy. Typically, one of the classes corresponds to extragalactic radiation, whose photon emission behaviour is well characterized by a homogeneous Poisson process. We propose to use normalized versions of the Wasserstein and Zolotarev distances to quantify the deviation of the distribution of photon interarrival times from the exponential class. Our main motivation is the … Show more

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“…As mentioned in Rachev et al (2013, Section 15), the case r = 2 is appropriate for investigating some ageing properties of lifetime distributions. In Baíllo et al (2019), ζ 2 has also been used to generate new distance measures for classifying X-ray astronomy data into stellar classes. The metric ζ 3 has been considered in the context of distributional recurrences (see Neininger and Rüschendorf (2004a) and Neininger and Rüschendorf (2004b)).…”
Section: Definition and Examplesmentioning
confidence: 99%
“…As mentioned in Rachev et al (2013, Section 15), the case r = 2 is appropriate for investigating some ageing properties of lifetime distributions. In Baíllo et al (2019), ζ 2 has also been used to generate new distance measures for classifying X-ray astronomy data into stellar classes. The metric ζ 3 has been considered in the context of distributional recurrences (see Neininger and Rüschendorf (2004a) and Neininger and Rüschendorf (2004b)).…”
Section: Definition and Examplesmentioning
confidence: 99%