Goulden, I.P.; Litsyn, S.; Shevelev, V.

On a sequence arising in algebraic geometry

J. Integer Seq. 8(4), Article 05.4.7, 9 p., electronic only (2005)

Summary

Summary: We derive recurrence relations for the sequence of Maclaurin coefficients of the function $\chi=\chi(t)$ satisfying $(1+\chi) \ln (1+\chi)=2 \chi-t$.

Mathematics Subject Classification

11Y55

Keywords/Phrases

cohomology rings of the moduli space, exponential generating functions, recurrences

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