Titlebook: Bernoulli 1713 Bayes 1763 Laplace 1813; Anniversary Volume Jerzy Neyman,Lucien M. Cam Book 1965 Springer-Verlag Berlin · Heidelberg 1965 Ra

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Philosophical Pragmatism in Poincare,We are going to deal with random functions .of a point .(..: .-dimensional Euclidean space). We assume:

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,Leibniz’s Calculus of Strict Implication,The purpose of this paper is to discuss the mean squared error properties of a certain family of estimators of a multivariate location parameter. The estimators are an obvious generalization of those introduced by . [.] for the multivariate normal problem.

不持续就爆

https://doi.org/10.1007/BFb0024033In 1957, . and . gave a mathematical formulation of percolation theory. Since then much work has been done in this field and has now led to first-passage percolation problems. In the following two examples we contrast the early formulation with its more recent developments.

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Neonatal

Rong Zheng,Roger I. Tanner,Xi-Jun FanLet . (.), 0 ≦ . ≦ ., be the Wiener process, that is, a real Gaussian stochastic process with . and let .. for . = 1, 2, ... be the sequence of increasing integers.

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Formidable

Stationary and Isotropic Random Functions,We are going to deal with random functions .of a point .(..: .-dimensional Euclidean space). We assume:

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On the Estimation of a Multivariate Location Parameter with Squared Error Loss,The purpose of this paper is to discuss the mean squared error properties of a certain family of estimators of a multivariate location parameter. The estimators are an obvious generalization of those introduced by . [.] for the multivariate normal problem.

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First-Passage Percolation, Subadditive Processes, Stochastic Networks, and Generalized Renewal TheoIn 1957, . and . gave a mathematical formulation of percolation theory. Since then much work has been done in this field and has now led to first-passage percolation problems. In the following two examples we contrast the early formulation with its more recent developments.

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