Arcs in $$\mathbb Z^2_{2p}$$ Z 2 p 2

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Arcs in $$\mathbb Z^2_{2p}$$ Z 2 p 2

Abstract: An arc in Z 2n is defined to be a set of points no three of which are collinear. We describe some properties of arcs and determine the maximum size of arcs for some small n.

Cited by 1 publication

References 12 publications

Ovals in $${\mathbb {Z}}^2_{2p}$$

Ovals in $${\mathbb {Z}}^2_{2p}$$

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