The constant term is
| ΣΣ | cλ, μ | . |
| aλμ |
Let aν be a value of x which makes the fraction infinite. The residue of
| ΣΣΣ | cλ, μ | + Σ | γλ |
| (aμ - aνex)λ | aλν eλx |
is equal to the residue of
| ΣΣΣ | cλ, μ | , |
| (aμ - aνex)λ |
and when ν = μ, the residue vanishes, so that we have to consider
| ΣΣ | cλ, μ | , |
| aλν (1 - ex)λ |
and the residue of this is, by the first lemma,