Motivated by a recent question of Peyre, we apply the Hardy-Littlewood circle method to count "sufficiently free" rational points of bounded height on arbitrary smooth projective hypersurfaces of low degree that are defined over the rational numbers.

中文翻译：

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光滑超曲面上的自由有理点

受最近 Peyre 问题的启发，我们应用 Hardy-Littlewood 圆方法来计算在有理数上定义的低阶任意平滑投影超曲面上有界高度的“足够自由”有理点。