Last Updated:2025/12/07

In geometric measure theory, the comass of a differential form quantifies its maximal action on unit simple vectors and serves as the dual of the mass.

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In geometric measure theory, the comass of a differential form quantifies its maximal action on unit simple vectors and serves as the dual of the mass.

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幾何測度論において、微分形式に対応する質量の双対は単位単純ベクトル上での最大作用を量り、質量の対応物として働く。

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