A Note on Computable Proximity of $\mathcal{L}_1$-Discs on the Digital Plane

I. Dochviri; J.F. Peters; K. Kordzaya

arxiv: 1609.01563 · v1 · pith:PFHJOSR3new · submitted 2016-09-05 · 🧮 math.MG

A Note on Computable Proximity of mathcal{L}₁-Discs on the Digital Plane

J.F. Peters , K. Kordzaya , I. Dochviri This is my paper

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keywords digitaldiscsmathcalmetricplaneproximitycharacterizationcharacters

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This paper investigates problems in the characterization of the proximity of digital discs. Based on the $\mathcal{L}_1$-metric structure for the 2D digital plane and using a Jaccard-like metric, we determine numerical characters for intersecting digital discs.

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A Note on Computable Proximity of mathcal{L}₁-Discs on the Digital Plane

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