Father-Son Team Solves Geometry Problem With Infinite Folds

Father-Son Team Solves Geometry Problem With Infinite Folds

4/9/2022

link

https://www.quantamagazine.org/father-son-team-solves-geometry-problem-with-infinite-folds-20220404/

summary

This article shares the story of a father-son team who has solved a long-standing geometry problem using the concept of infinite folds. The problem, known as the "Fold and Cut" problem, involves folding and cutting a shape to create a specific pattern. The team, using their mathematical intuition and rigorous mathematical proof, found a general method to solve the problem for any shape. Their approach involves considering an infinite number of folds and cuts to achieve the desired result. The article explains the significance of their solution in the field of mathematics and how it may have implications for other areas of science and engineering that involve folding and cutting materials.

tags

geometry ꞏ mathematics ꞏ topology ꞏ infinite folds ꞏ origami ꞏ mathematical proofs ꞏ problem solving ꞏ geometric transformations ꞏ folding ꞏ mathematical puzzles ꞏ complex geometry ꞏ euclidean geometry ꞏ mathematical modeling ꞏ math research ꞏ geometric constructions ꞏ geometric patterns ꞏ geometrical theorems ꞏ geometric shapes ꞏ mathematical equations ꞏ spatial reasoning ꞏ mathematical beauty ꞏ mathematical logic ꞏ mathematical formulas ꞏ mathematical creativity ꞏ mathematical discoveries ꞏ mathematics education ꞏ geometrical exploration ꞏ geometric principles ꞏ mathematical thinking ꞏ mathematical concepts ꞏ paper folding ꞏ mathematical applications ꞏ mathematical rigour ꞏ geometric structures ꞏ geometric art ꞏ mathematical analysis ꞏ mathematical reasoning ꞏ mathematical abstraction ꞏ mathematical patterns ꞏ mathematical elegance ꞏ geometric intuition ꞏ mathematical symmetry ꞏ mathematical precision ꞏ geometric proofs