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| year = 1985}}</ref>
The points of an <math>n\times n</math> grid have <math>\Theta(n^{4/3})</math> convex layers
| last1 = Har-Peled | first1 = Sariel
| last2 = Lidický | first2 = Bernard
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| title = Peeling the grid
| volume = 27
| year = 2013}}</ref> as do the same number of uniformly random points within any convex shape.<ref>{{citation
| year = 2013}}</ref>▼
| last = Dalal | first = Ketan
| doi = 10.1002/rsa.10114
| issue = 2
| journal = Random Structures & Algorithms
| mr = 2035873
| pages = 155–165
| title = Counting the onion
| volume = 24
==References==
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