arXiv · 2407.09028
Involutivity of distributions at points of superdense tangency with respect to normal currents
Abstract
Let ${\mathcal D}$ and $T$ be, respectively, a $C^1$ distribution of $k$-planes and a normal $k$-current on ${\mathbf R}^n$. Then ${\mathcal D}$ has to be involutive at almost every superdensity point of the tangency set of $T$ with respect to ${\mathcal D}$.
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Silvano Delladio. 2024-07-12. Involutivity of distributions at points of superdense tangency with respect to normal currents. https://arxiv.org/abs/2407.09028
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