1. The author treats this topic so seriously and thoroughly.
2. HN comments do the same.
quoting from the paper: From the technological side, origami is a generic methodology to transform between 2d and 3dgeometries.
Does anyone know if you had a mechanical "liquid paper notebook" where the marks on the notebook are rotating micro-balls (from 0% to 100% black) if you could use origami as a way of expanding out an originally folded sheet of a large size (say 11 x 14 - legal size paper) where the folded version might be the size of a paperback book?
On a different note, I think I know what angle trisection is, but I'm not sure what "doubling the cube" might mean.
Does anyone know what geometric problem the author is referencing ?
This:
https://en.wikipedia.org/wiki/Doubling_the_cube
It's basically being able to construct the cube root of two; you can't construct roots that aren't powers of two with a compass and straightedge.