In a previous paper [P. Mardešić and M. Resman. Analytic moduli for parabolic Dulac germs. Russian Math. Surveys, to appear, 2021, arXiv:1910.06129v2.] we determined analytic invariants, that is, moduli of analytic classification, for parabolic generalized Dulac germs. This class contains parabolic Dulac (almost regular) germs, which appear as first-return maps of hyperbolic polycycles. Here we solve the problem of realization of these moduli.

中文翻译：

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抛物线Dulac胚的解析模的实现

在之前的一篇论文中 [P. Mardešić 和 M. Resman。抛物线 Dulac 细菌的分析模量。俄罗斯数学。调查, 出现, 2021, arXiv:1910.06129v2.] 我们确定了抛物线广义 Dulac 胚的解析不变量，即解析分类的模量。此类包含抛物线杜拉克（几乎是常规的）细菌，它们显示为双曲多环的首次返回图。在这里，我们解决了这些模数的实现问题。