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Structural equivalence of s-tuples in random discrete sequences
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V. G. Mikhailov
Published/Copyright:
December 1, 2003
Recently there appeared a significant number of papers investigating structural properties of random discrete sequences. They provide a large group of results on structurally equivalent intervals in such sequences. The goal of the present paper is to give a survey of the problems and the known results in this interesting area of discrete probability theory.
Published Online: 2003-12-01
Published in Print: 2003-12-01
Copyright 2003, Walter de Gruyter
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Articles in the same Issue
- Constantin Constantinovich Mardzhanishvili (to the centenary of the birth)
- Structural equivalence of s-tuples in random discrete sequences
- Limit theorems and testing hypotheses on Markov chains
- On the complexity of unitary transformations
- Inert matrices and matchings in partially oriented trees
- On primitive subgroups of full affine groups of finite semi-fields
- A semi on-line algorithm for the partition problem
- On limit theorems for the generalised allocation scheme
- On the number and structure of sum-free sets in a segment of positive integers
Articles in the same Issue
- Constantin Constantinovich Mardzhanishvili (to the centenary of the birth)
- Structural equivalence of s-tuples in random discrete sequences
- Limit theorems and testing hypotheses on Markov chains
- On the complexity of unitary transformations
- Inert matrices and matchings in partially oriented trees
- On primitive subgroups of full affine groups of finite semi-fields
- A semi on-line algorithm for the partition problem
- On limit theorems for the generalised allocation scheme
- On the number and structure of sum-free sets in a segment of positive integers
