1. J. L. F. King “The Generic Transformation Has Roots of All Orders,” Colloq. Math. 84/85(2), 521 (2000).
2. T. de la Rue and J. de Sam. Lasaro, “Une transformation gènèrique peut ètre insèrè dans un flot,” Ann. Inst. Poincaré J. H. 39(1), 121 (2003).
3. A. M. Stepin and A. M. Eremenko, “Nonuniqueness of an Inclusion in a Flow and the Vastness of a Centralizer for a Generic Measure-Preserving Transformation,” Matem. Sbornik 195(12), 95 (2004) [Sbornik: Math. 195 (12), 1795 (2004)].
4. O. N. Ageev, “The Generic Automorphism of a Lebesgue Space Is Conjugate to a G-Extension for Any Finite Abelian Group G,” Doklady Russ. Akad. Nauk 374(4), 439 (2000) [Doklady Math. 62 (2), 216 (2000)].
5. S. V. Tikhonov, “A Complete Metric on the Set of Mixing Transformations,” Matem. Sbornik 198(4), 135 (2007) [Sbornik: Math. 198 (4), 575 (2007)].