This paper considers the problem of empirically analyzing the linear congruential generators (LCGs) with ten largest prime moduli smaller than 231. For each modulus, a computer exhaustive search is conducted to find the 20 good multipliers with respect to spectral value for the full period LCGs. Eleven two-level statistical tests are applied to evaluate and compare the local randomness behaviors of these good LCGs. It is shown that modulus does not significantly affect spectral value. The spectral value and the two-level statistical test are also uncorrelated.
Quality & Quantity – Springer Journals
Published: Sep 10, 2004
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