Demonstrates the generation of pseudorandom sequences in binary format, suggesting implications for randomness estimation.
In the present paper we generate binary pseudorandom sequences using generalized polynomials. A generalized polynomial is a function in whose description we not only allow addition and product (as it is the case in usual polynomials) but also the floor function. We estimate the well-distribution measure, looking at the "randomness" along arithmetic progressions.
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Madritsch et al. (2026) studied this question.
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