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> we can get two partitions with the same topology where the rectangles have different proportions! > Here is a picture of the apparently new partition that Da
by tromp 4y ago
> we can get two partitions with the same topology where the rectangles have different proportions!
> Here is a picture of the apparently new partition that Daniel Gerbet has found:
I was really looking forward to seeing both partitions with this topology, but the article sadly doesn't highlight the other one.
- unnah 4y agoThey do mention that the new partition #1055 has the same topology as partition #1022, and the partitions are numbered in the longer PDF https://math.ucr.edu/home/baez/mathematical/gerbet_partitioning_square_into_rectangles/rect7_detailed.pdf https://math.ucr.edu/home/baez/mathematical/gerbet_partition.... In the shorter PDF it's on page 19, bottom row, second from the left.
- hackcasual 4y agoDid my best to match the colors https://imgur.com/HubwY1d https://imgur.com/HubwY1d