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In  we derived a generalization of Kronecker's first limit formula. Our generalization was a limit formula for the Eisenstein series for an arbitrary cusp of a Fuchsian groupΓof the first kind operating on the complex upper half-planeH. In that work, we introduced Dedekind sums associated to the principal congruence subgroupsΓ(N)of the elliptic modular group. The work of our preceding paper suggests a natural question: Is there a generalization of Kronecker's second limit formula to thedoi:10.1017/s0027763000016123 fatcat:76harumd2vh3dfmhbpsgubzz34