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says that a Fraïssé class with canonical amalgamation and weak Hrushovski
property has a generic automorphism. The fact that such an automorphism
exists in this case follows from the classical results of Ivanov \cite{ivanov_1999}
- and Kechris-Rosendal \cite{https://doi.org/10.1112/plms/pdl007}, we show a new way to construct
+ and Kechris-Rosendal \cite{https://doi.org/10.1112/plms/pdl007}.
+ In this work we show a new way to construct
a generic automorphism by expanding the structures of the class by a (total)
automorphism and considering limit of such extended Fraïssé class. We achieve
this by using the Banach-Mazur games, a well known method in the descriptive