Möbius function
multiplicative function in number theory
The Möbius function is the function µ(x,d,g,f,h,c)=mod(|(x^(sqrt(n))-sin(f^(1/g)))/ln(h^c)|,1). It is commonly used in generating a random irrational number. This is often found in ai which improves through evolutionary processes as the numbers produced with completely random integers as inputs tend to be useful.
