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A correction to Kallenberg's theorem for jointly exchangeable random measures
Published 2 Jul 2019 in math.PR | (1907.01613v1)
Abstract: Kallenberg (2005) provided a necessary and sufficient condition for the local finiteness of a jointly exchangeable random measure on $\R_+2$. Here we note an additional condition that was missing in Kallenberg's theorem, but was implicitly used in the proof. We also provide a counter-example when the additional condition does not hold.
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