Article
On the Symmetry of Finite Pseudorandom Binary Sequences
Authors
Abstract
K. Gyarmati introduced the symmetry measure in order to study pseudorandomness of finite binary sequences. This paper focuses on the general- ization of this measure. We will give upper and lower bounds for the generalized measures. We will also give some examples which show that these generalizations are indeed useful.
Keywords
Pseudorandom, symmetry.
Citation
Sziklai, B. (2011). On the symmetry of finite pseudorandom binary sequences. Uniform Distribution Theory, 6(2), 143–156.
B. Sziklai, “On the symmetry of finite pseudorandom binary sequences,” Uniform Distribution Theory, vol. 6, no. 2, pp. 143–156, 2011.
Sziklai B. On the symmetry of finite pseudorandom binary sequences. Uniform Distribution Theory. 2011;6(2):143–156.
Sziklai, B. (2011), ‘On the symmetry of finite pseudorandom binary sequences’, Uniform Distribution Theory, 6(2), pp. 143–156.
Sziklai, Balazs. “On the Symmetry of Finite Pseudorandom Binary Sequences.” Uniform Distribution Theory, vol. 6, no. 2, 2011, pp. 143–156.
Sziklai, Balazs. “On the Symmetry of Finite Pseudorandom Binary Sequences.” Uniform Distribution Theory 6, no. 2 (2011): 143–156.
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Published by: Engineering Journals
