We show that the rational homotopy type of the complement of a toric arrangement is completely determined by two sets of discrete data. This is obtained by introducing a differential graded algebra over Q whose minimal model is equivalent to the Sullivan minimal model of $\mathcal A$.

中文翻译：

---

微分代数和复曲面排列补码的同伦型

我们表明，复曲面排列的补码的有理同伦类型完全由两组离散数据确定。这是通过在Q上引入微分渐变代数获得的，该代数的最小模型等于$ \ mathcal A $的Sullivan最小模型。