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The limit shape of convex lattice polygons |
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| Authors: | I. Bárány |
| Affiliation: | (1) Mathematical Institute of the Hungarian Academy of Sciences, POB 127, 1364 Budapest, Hungary |
| Abstract: | It is proved here that, asn→∞, almost all convex (1/n)ℤ2-lattice polygons lying in the square [−1, 1]2 are very close to a fixed convex set. This research was partially supported by Hungarian Science Foundation Grants 1907 and 1909. |
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