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- W184003129 abstract "We assume to be given a sufficiently regular set of types and a system [Tt,k,π] such that Tt has a continuously differentiable kernel for t > 0, satisfying T.1-5, k is bounded, and a has a bounded first moment m. The exact form of the r.h.s. of T.4-5 is immaterial so long as the expressions are integrable on bounded t-intervals. Suppose that (M),(C), and (C*) are satisfied with p > 1 and This implies that (R) is satisfied also, cf.V.2. The case of a finite set of types is is a trivial specialization." @default.
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- W184003129 date "1983-01-01" @default.
- W184003129 modified "2023-09-26" @default.
- W184003129 title "Basic Limit Theory for Supercritical Processes" @default.
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