Point processes in a metric space

Zhao, Yuwei
(2016) , 16 pages

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  • Zhao, YuweiUCLouvain
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Abstract
As a useful and elegant tool of extreme value theory, the study of point processes on a metric space is important and necessary for the analyses of heavy-tailed functional data. This paper focuses on the definition and properties of such point processes. A complete convergence result for a regularly varying iid sequence in a metric space is proved as an example of the application in extreme value theory.
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Zhao, Y. (2016). Point processes in a metric space (ISBA Discussion Paper 2016/39). https://hdl.handle.net/2078.5/180056