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General Introduction | 1 |
Central Limit Theorems for Exchangeable Random | 28 |
Stochastic Convergence of Weighted Sums | 51 |
Upphovsrätt | |
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a-field array of random array of row-wise ARRAYS OF EXCHANGEABLE central limit theorems Chapter characteristic functional compact conditional expectations conditionally independent converge in distribution CONVERGENCE OF WEIGHTED Corollary defined distributed random variables distribution functions Example l.2.l exchangeable random elements exchangeable random variables F e F Finetti representation Finetti's theorem follows function f Hence identically distributed random implies large numbers law of large Markov's inequality martingale difference array martingale techniques mixing measure n k=l nk n>m k=l n>m n k=l nk nk nl n2 P[sup permutation probability measure Problem proof of Theorem Property l.2.4 reverse martingale row-wise exchangeable random Schauder basis separable Banach space sequence of exchangeable sequence of random smoothable strong convergence results strong law subset Teicher l978 theorems for exchangeable tight triangular arrays uniformly integrable vergence weak convergence weighted sums
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Bibliografisk information
| Titel | Limit theorems for sums of exchangeable random variables Rowman & Allanheld probability and statistics series Monographs in Probability and Statistics Probability and statistics series |
| Författare | Robert Lee Taylor, Peter Z. Daffer, Ronald F. Patterson |
| Utgivare | Rowman & Allanheld, 1985 |
| Original från | University of California |
| Digitaliserad | 24 maj 2008 |
| ISBN | 0847674355, 9780847674350 |
| Längd | 152 sidor |
| Exportera citat | BiBTeX EndNote RefMan |