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References:
[1] BODUCH J.: Polynomial Cycles in Rings of Algebraic Integers. MA Thesis, Wroclaw University, 1990.
[2] HALTER-KOCH F.-NARKIEWICZ W.: Scarity of finite polynomial orbits. Publ. Math. 56 (2000), 405-414. MR 1765989
[3] HALTER-KOCH F.-KONEČNÁ P.: Polynomial cycles in finite extension fields. Math. Slovaca 52 (2002), 531-535. MR 1963443 | Zbl 1028.11014
[4] KOSTRA J.: On orbits in ambiguous ideals. Acta Acad. Paed. Agriensis, Sect. Math. 29 (2002) (To appear). MR 1956576 | Zbl 1017.11012
[5] MORTON P.: Arithmetic properties of periodic points of quadratic maps. Acta Arith. 62 (1992), 343-372. MR 1199627 | Zbl 0767.11016
[6] NARKIEWICZ W.: Polynomial Mappings. Lecture Notes in Math. 1600, Springer-Verlag, Berlin-Heidelberg, 1995. MR 1367962 | Zbl 0829.11002
[7] NARKIEWICZ W.: Polynomial cycles in algebraic number fields. Colloq. Math. 58 (1989), 151-155. MR 1028168 | Zbl 0703.12002
[8] PEZDA T.: Cycles of polynomials in algebraically closed fields of positive characteristics. Colloq. Math. 67 (1994), 187-195. MR 1305211
[9] PEZDA T.: Cycles of polynomials in algebraically closed fields of positive characteristics II. Colloq. Math. 71 (1996), 23-30. MR 1397363
[10] PEZDA T.: Polynomial cycles in certain local domains. Acta Arith. 66 (1994), 11-22. MR 1262650 | Zbl 0803.11063
[11] RUSSO P.-WALDE R.: Rational periodic points of the quadratic function $Q_c(x) = x^2 + c$. Amer. Math. Monthly 101 (1994), 318-331. MR 1270956
[12] VAVROS M.: A note on polynomial cycles. (Submitted). Zbl 1053.11021
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