Huzita-Hatori Axiom 2 Illustration
Image: <a href="//commons.wikimedia.org/w/index.php?title=User:UoLGroup2019&action=edit&redlink=1" class="new" title="User:UoLGroup2019 (page does not exist)">UoLGroup2019</a> (CC BY-SA 4.0)
NameHuzita-Hatori Axiom 2 Illustration
Model NameHuzita-Hatori Axiom 2
Creator / DesignerHuzita-Hatori
Year Created2019
Difficulty (1-10)1
Estimated Steps1
Folding Stylemodern
Base Formcustom
Recommended Paperstandard-copy
Recommended Paper SizeAny
Number of Sheets1
Primary Subjectgeometric
Tagsorigami geometry, Huzita-Hatori axioms, mathematical origami, geometric construction, perpendicular bisector, axiom 2
Diagram SourceFile:Axiom 2 JB.jpg
Description
An illustration demonstrating Huzita-Hatori Axiom 2, a fundamental principle in origami geometry. This axiom states that given two distinct points P1 and P2 on a sheet of paper, there is a unique fold that places P1 directly onto P2. The image shows these two points and a dashed line representing the resulting perpendicular bisector fold.
