Having established transformations and being able to perform the associative
operation composition (which in GAP is denoted as
them, the next step is to consider transformation semigroups.
All functions described in this section are intended for finite
transformation semigroups, in particular transformation semigroups
on a finite set or group X.
A transformation semigroup is created by the constructor function
Trans-for-ma-tion-Semi-group and it is represented by a record
that contains all the information about the transformation semigroup.
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