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References:
[1] BLOCK L.: Stability of periodic oгbits in the theorem of Šarkovskii. Pгoc. Ameг. Math. Soc. 81, 1981, 333-336. MR 0593484
[2] COVEN E. M., HEDLUND G. A.: Continuous maps of the inteгval whose peгiodic points foгm a closed set. Pгoc. Amer. Math. Soc. 79, 1980, 127-133. MR 0560598
[З] KLOEDEN P.: Chaotic difference equations are dense. Bull. Austr. Math. Soc. 15, 1976, 371-379. MR 0432829 | Zbl 0335.39001
[4] LI T. Y., YORKE J. A.: Period three implies chaos. Amer. Math. Monthly 82, 1 975, 985-992. MR 0385028 | Zbl 0351.92021
[5] MAY R. M.: Sirnple mathematical models with very complicated dynamics. Nature 261, 1976, 459-467.
[6] SMÍTAL J., SMÍTALOVÁ K.: Structural stability of typical nonchaotic difference equations. Journ. Math. Anal. and Appl. 90, 1982, 1-11. MR 0680860
[7] SMÍTAL J., NEUBRUNNOVÁ K.: Stability of typical continuous functions with respect to some properties of their iterates. Proc. Amer. Math. Soc. to appear. MR 0727258 | Zbl 0529.54038
[8] ШAPKOBCKИЙ A. H.: Cocyщecтвoвaниe циклoв нeпpepывнoгo npeoбpaзoвaния npямoй в ceбя. Укpaин. Maт. Жypнaл 16, 1964, 61-71.
[9] ШAPKOBCKИЙ A. H.: O циклax и cтpyктype нeпpepывнoгo oтoбpaжeния. Укpaин. Maт. Жypнaл 17, 1965, 104-111. MR 0186757
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