Infinite Divisibility of Random Objects
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Johan Jonasson
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Article
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1998
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Elsevier Science
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English
โ 233 KB
Random objects taking on values in a locally compact second countable convex cone are studied. The convex cone is assumed to have the property that the class of continuous additive positively homogeneous functionals is separating, an assumption which turns out to imply that the cone is positive. Inf