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Some relations between discrete statistical problems and properties of probability measures on topological spaces
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A. A. Grusho
Published/Copyright:
December 1, 2006
We study problems of existence of consistent sequences of tests in a sequence of finite spaces. We also touch upon problems of existence of sequence of tests close in some sense to consistent ones. These problems are closely related to properties of some sets in Tikhonov products.
Published Online: 2006-12-01
Published in Print: 2006-12-01
Copyright 2006, Walter de Gruyter
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Articles in the same Issue
- On transition of distributions of sums of independent identically distributed random variables from one lattice to another in the generalised allocation scheme
- A Poisson limit theorem for a two-stage equiprobable scheme of allocating particles into cells
- Some relations between discrete statistical problems and properties of probability measures on topological spaces
- Large deviations for the number of trees of a given size and for the maximum size of a tree in a random forest
- On the structure of equationally closed classes
- On circuits of functional elements of finite depth of branching
- Examples of α-complete systems of k-valued logic for k = 3, 4
- An application of the method of additive chains to inversion in finite fields
- Schemes of public distribution of a key based on a noncommutative operation
