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• W1769851911 abstract "This paper investigates randomness properties of sequences derived from Fibonacci and Gopala-Hemachandra sequences modulo m for use in key distribution applications. We show that for sequences modulo a prime a binary random sequence B(n) is obtained based on whether the period is p-1 (or a divisor) or 2p+2 (or a divisor). For the more general case of arbitrary m, we use the property if the period is a multiple of 8 or not. The sequences for prime modulo have much better autocorrelation properties. These are good candidates for key distribution since the generation process is not computationally complex." @default.
• W1769851911 created "2016-06-24" @default.
• W1769851911 creator A5014503539 @default.
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• W1769851911 date "2015-03-12" @default.
• W1769851911 modified "2023-09-27" @default.
• W1769851911 title "A Class of Random Sequences for Key Generation." @default.
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