In this article we show that all periods of uniformizable t-modules (resp. their coordinates) can be obtained via specializing a rigid analytic trivialization of a related dual t-motive at $t=\theta$. The proof is even constructive. The central object in the construction is a subset H of the Tate algebra points of E which turns out to be isomorphic to the period lattice of E via kind of generating series in one direction and residues in the other. This isomorphism even holds for arbitrary t-modules E, even non-abelian ones.

中文翻译：

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t 模的周期作为特殊值

在本文中，我们展示了所有可统一t模（及其坐标）的周期都可以通过专门化相关对偶t动力的刚性解析平凡化来获得$吨=\theta$. 这个证明甚至是建设性的。在施工中中央对象是一个子集ħ的泰特代数点Ë这原来是同构的周期晶格ë经由种类生成另一个在一个方向上串联和残留物。这种同构甚至适用于任意t模E，甚至是非阿贝尔模。