"Triangle Shrinkage: The Incredible Shrinking Shape"

1 min read
Source: Quanta Magazine
"Triangle Shrinkage: The Incredible Shrinking Shape"
Photo: Quanta Magazine
TL;DR Summary

Mathematicians Alex Cohen, Cosmin Pohoata, and Dmitrii Zakharov have made a breakthrough in the Heilbronn triangle problem, a mathematical puzzle that has stumped researchers for decades. The problem involves finding the largest possible smallest triangle formed by three points within a square. The trio of mathematicians discovered a new upper bound for the size of the smallest triangle, using techniques from intersecting shapes, number theory, and Fourier analysis. Their findings have revitalized research on the problem and revealed new connections to other areas of mathematics.

Share this article

Reading Insights

Total Reads

0

Unique Readers

0

Time Saved

9 min

vs 10 min read

Condensed

95%

1,85185 words

Want the full story? Read the original article

Read on Quanta Magazine