This paper deals with high order Whitney forms. We define a canonical isomorphism between two sets of degrees of freedom. This allows to geometrically localize the classical degrees of freedom, the moments, over the elements of a simplicial mesh. With such a localization, it is thus possible to associate, even with moments, a graph structure relating a field with its potential.

中文翻译：

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矩几何定位的权重：规范同构

本文涉及高阶惠特尼形式。我们定义两组自由度之间的规范同构。这允许在简单网格的元素上对经典自由度（力矩）进行几何定位。通过这样的定位，甚至可以将场与其潜力相关联的图结构关联起来，甚至与矩相关联。