We present a notion of pseudorandomness for finite binary words based on the measure of the well distribution in arithmetic progressions and of the ...
We present a notion of pseudorandomness for finite binary words based on the measure of the well distribution in arithmetic progressions and of the correlations ...
We present a notion of pseudorandomness for finite binary words based on the measure of the well distribution in arithmetic progressions and of the ...
In telecommunications, pseudorandom binary sequences are known as pseudorandom noise codes (PN or PRN codes) due to their application as pseudorandom noise.
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We present a notion of pseudorandomness for finite binary words based on the measure of the well distribution in arithmetic progressions and of the ...
Mauduit and Sárközy introduced and studied certain numerical parameters associated to finite binary sequences. EN ∈ {−1,1}N in order to measure their ...
Christian Mauduit, Finite and infinite pseudorandom binary words, Theoret. Comput. Sci. 273 (2002), no. 1-2, 249–261, WORDS (Rouen, 1999). MR 2002m:11072 1.
In view of these facts, in the case of infinite binary sequences it suffices to require normality. Before trying to formulate finite analogues of these ...
A finite binary string x is a typical or random element of a set S of finite binary strings, if x ∈ S and(23)K(x|S)≥log|S|−β.
We will study general properties of the subword complexity function of infinite and finite words. We also give a method of computing the subword complexity of a ...