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This paper studies the formation of risk-sharing networks through costly social investments, identifying endogenous inequality and a misallocation of resources as possible downsides to such agreemen...
A needle of length I dropped at random on a grid of parallel lines of distance d apart can have multiple intersections if I > d. The distribution of the number of intersections and approximate mom...
Let A be a subset of the integers and let Snbe the number of heads in n tosses of a p coin. If limn,, P(SnE A) exists for some p then the limit exists for all p and does not depend on p. The relat...
Let X be a random vector distributed according to an exponential family with natural parameter 0 E O.We characterize conjugate prior measures on O through the property of linear posterior expectat...
ON the Statistics of Cision:The Julesz Conjecture.
This paper characterizes mixtures of symmetric location families. More specifically, let X = (XI, Xz, .. . ) be an exchangeable sequence of real-valued random variables. By de Finetti's theorem, X...
Suppose Sn is a sum of n independent and identically distributed random variables with E\Xl\
Consider sampling from an unknown probability distribution on the integers. With a tail-free prior, the posterior distribution is consistent. With a mixture of a tail-free prior and a point mass, ...
The classical chi-square test for independence in a two-way contingency table often rejects the independence hypothesis at an extremely small signif- icance level, particularly when the sample siz...
Let G be a compact separable topological group. When does there exist a probability P such that P P = U ,where U is Haarmeasure and P + U? We show that such square roots exist if and only if G is ...
THE SUBGROUP ALGORITHM FOR GENERATING UNIFORM RANDOM VARIABLES.
RANDOM WALKS ARISING IN RANDOM NUMBER GENERATION。
Two sequences of probabilities can merge together without necessarily converging. Several notions of merging compatible with the weak star topology are introduced. Inclusions and equivalences are ...
For simple random walk on the integers, consider the chance that the walk has traveled distance k from its start gwen that its first return is at time 2n. We derive a limiting approximation accura...

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