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The point-cross dimension

Maaroufi, Nadir
arXiv (All) · Papers
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classical-analysis-and-odesfunctional-analysisgeneral-topologymetric-geometry
Two transverse segments have local Hausdorff and upper box dimension one at their crossing, although they carry two independent tangent directions. We define the Point-Cross Dimension by assigning each tangent line the largest local upper box dimension captured by intersection with a regular \(C^1\)
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