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Type: Article
On the Fixed Points of the Map x bar right arrow x(x) Modulo a Prime
Abstract:
In this paper, we show that for almost all primes p there is an integer solution x is an element of [2, p -1] to the congruence x(x) equivalent to x (mod p). The solutions can be interpretated as fixed points of the map x bar right arrow x(x) (mod p), and we study numerically and discuss some unexpected properties of the dynamical system associated with this map.
In this paper, we show that for almost all primes p there is an integer solution x is an element of [2, p -1] to the congruence x(x) equivalent to x (mod p). The solutions can be interpretated as fixed points of the map x bar right arrow x(x) (mod p), and we study numerically and discuss some unexpected properties of the dynamical system associated with this map.
Journal: Mathematical Research Letters
ISSN: 1945-001X
Year: 2015
Volume: 22
Number: 1
Pages: 141-168
Revision: 1



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