> On 19 Jul 2020, at 18:41, Papirfoldning.dk via Origami
> wrote:
>
> I got my copy of "Donovan A. Johnson: Paper folding for the mathematics
> class" here:
> https://www.amazon.com/gp/offer-listing/B003TV5BBK/ref=tmm_pap_new_olp_0?ie=UTF8&condition=new&qid=1595147259&sr=1-1-791c2399-d602-4248-
Den 19. jul. 2020 kl. 10.04 skrev Matthew Gardiner :
Do you happen to have a link to the publication?
The whole text can be downloaded from ERIC site. Here's the link:
https://eric.ed.gov/?id=ED077711
The introduction page is difficult to read because of the background texture.
All the be
>
> This might be of some historical interest for origami and mathematics.
I’d say it most definitely is! Very interesting find.
> The usual set of origami axioms are acknowledged to be formed by
> Huzita-Justin-Hatori (https://langorigami.com/article/huzita-justin-axioms/).
Aha! So is it now
> Den 19. jul. 2020 kl. 10.04 skrev Matthew Gardiner :
> Do you happen to have a link to the publication?
I got my copy of "Donovan A. Johnson: Paper folding for the mathematics class"
here:
https://www.amazon.com/gp/offer-listing/B003TV5BBK/ref=tmm_pap_new_olp_0?ie=UTF8&condition=new&qid=15951472
This might be of some historical interest for origami and mathematics.
The usual set of origami axioms are acknowledged to be formed by
Huzita-Justin-Hatori (https://langorigami.com/article/huzita-justin-axioms/).
I've looked in Donovan A. Johnson: Paper folding for the mathematics class,
Natio
