Mathematician Achieves Breakthrough in Origami with Optimal Donut Folding Technique
A recent mathematical proof has established the minimum number of folds required to create a donut shape from paper, marking a significant advancement in origami design.
Editorial Staff
1 min read
Updated 8 days ago
In a notable development within the field of origami mathematics, a mathematician has determined the fewest folds necessary to transform a flat piece of paper into a donut shape.
This rigorous proof not only addresses a previously unresolved question but also holds potential implications for enhancing efficiency in origami design.
Published on June 1, 2026, the findings could inspire further innovations in both artistic and practical applications of origami.