Article
On a Connection Between Pseudorandom Measures
Authors
Abstract
Mauduit and Sárközy found the following connection between the
well-distribution measure and the correlation measure of order 2:
\[
W(E_N) \le 3\sqrt{N C_2(E_N)}.
\]
In this paper we will generalize this result to get similar connection
between the combined PR-measure and the correlations of even order.
Keywords
binary sequences, pseudorandomness, well-distributions, correlation.
Citation
Loránd University, E. (2015). On a connection between pseudorandom measures. Uniform Distribution Theory, 10(1), 107–113.
E. Loránd University, “On a connection between pseudorandom measures,” Uniform Distribution Theory, vol. 10, no. 1, pp. 107–113, 2015.
Loránd University E. On a connection between pseudorandom measures. Uniform Distribution Theory. 2015;10(1):107–113.
Loránd University, E. (2015), ‘On a connection between pseudorandom measures’, Uniform Distribution Theory, 10(1), pp. 107–113.
Loránd University, Eötvös. “On a Connection Between Pseudorandom Measures.” Uniform Distribution Theory, vol. 10, no. 1, 2015, pp. 107–113.
Loránd University, Eötvös. “On a Connection Between Pseudorandom Measures.” Uniform Distribution Theory 10, no. 1 (2015): 107–113.
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Published by: Engineering Journals
