Colorful QR Codes Put Knot Theory on a Faster Track

TL;DR Summary
A new knot invariant designed to be both strong and fast to compute outputs hexagonal QR-code images for each knot, enabling reliable distinction even for knots with hundreds of crossings and offering potential insights into genus and other topological features, with the work tying to the Kontsevich integral's two-loop approximation.
A Powerful New ‘QR Code’ Untangles Math’s Knottiest Knots Quanta Magazine
Reading Insights
Total Reads
0
Unique Readers
4
Time Saved
14 min
vs 15 min read
Condensed
98%
2,838 → 50 words
Want the full story? Read the original article
Read on Quanta Magazine