I have defined the following functions:
Sage: def I(x): return 1
Sage: def Moebius(x): return sum(moebius(i)I(xi^(-1)) for i in range (1,x+1))
The output is of course Mertens function. How do I turn Moebius(x) into an operator, so that I can define Moebius^2(x) as the Moebius transform of the output?