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If f,gf,gf,g are arithmetical functions then f(n)=∑d∣ng(d) ⟺ g(n)=∑d∣nμ(d)f(nd) f(n)=\sum_{d|n}g(d)\iff g(n)=\sum_{d|n}\mu(d)f\left( \frac{n}{d} \right)f(n)=d∣n∑g(d)⟺g(n)=d∣n∑μ(d)f(dn)
Gauss's Formula