Prime Quasientropy and Quasichaos |
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| Authors: | Richard L Liboff Nils Weimann Mason A Porter |
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| Institution: | (1) Schools of Electrical Engineering and Applied Physics, Cornell University, Ithaca, New York;(2) Center for Applied Mathematics, Cornell University, Ithaca, New York |
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| Abstract: | We construct a prime symmetry relation for integers that is equivalent to Goldbach's conjecture and show that numerical computations of this prime symmetry property strongly resemble a chaotic sequence. We define and examine the notions of global and local prime quasientropies. Finally, we employ the fact that the prime number sequence satisfies the property of deterministic randomness to consider its utility for the field of quantum computation. |
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| Keywords: | prime numbers chaotic sequence prime sequence global and local quasientropies twin primes |
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