In this paper, we consider plane algebraic curves of genus zero defined over number fields having three simple points at infinity such that their minimal fields of definition are totally real, and we determine an upper bound of polynomial type for the size of their integral points.

中文翻译：

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全实数域上属零曲线上的积分点

在本文中，我们考虑定义在无穷远处具有三个简单点的数域上的属零平面代数曲线，使得它们的最小定义域是完全真实的，并且我们确定了它们积分点大小的多项式类型的上限。