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In this article, we prove a formula that computes the generic dimension of the moduli space of a germ of irreducible curve in the complex plane. It is obtained from the study of the Saito module associated to the curve, which is the module of germs of holomorphic   $1$  -forms leaving the curve invariant.

Dimension of the Moduli Space of a Germ of Curve in ℂ 2