On an Improvement of a Result by Niederreiter and Wang Concerning the Expected Linear Complexity of Multisequences

Details On an Improvement of a Result by Niederreiter and Wang Concerning the Expected Linear Complexity of Multisequences On an Improvement of a Result by Niederreiter and Wang Concerning the Expected Linear Complexity of Multisequences

2007-03-22

arxiv.org/abs/math/0703655v2

Mathematics

Number Theory

5 pages, minor corrections of the proofs

Scientific paper

We show that the expected value for the linear complexity of
$m$-multisequences of length $n$ is E_n^{(m)} = n m/(m+1) + O(1).

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