DescriptionPerron tree.svg	English: Construction of a Perron tree by dividing a triangle into ${\displaystyle 2^{n}}$ subtriangles and recombining them with partial overlaps. Cases ${\displaystyle n=1}$ and ${\displaystyle n=3}$ are illustrated.
Date	30 January 2013, 04:26 (UTC)
Source	This file was derived from: Perrontree2.jpg:
Author	Perrontree2.jpg: Jazzam derivative work: Mikhail Ryazanov

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  • 2007-04-05T04:53:44Z Jazzam 1155x1270 (299791 Bytes) This is an illustration of the method of constructing different sizes of Kakeya sets using the 'sprouting' method, in which the final shapes are what are called Perron trees. One starts with a triangle, and then partitions it

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