Who
Scientific American β πΊπΈ United States
credibility βββββ 4/5 curated Β· lean center
What
- The 1997 riddle asks if removing any one nail keeps the painting mounted.
- By 2012, proofs showed solutions exist for any k-out-of-n nail scenario.
- The 2-out-of-4 problem was minimized from 80 to 16 wraps.
- Verhoeff and Heuseveldt used a computer program to verify minimal solutions.
- The work connects to group theory, knot theory, and Boolean functions.
Where
πΊπΈ United States (outlet HQ)
topics: β Β· language: eng
When
published 5 Sept, 11:00Z
ingested 5 Sept, 12:08Z
Rewrite
original kept above, struck through Β· model ?
Retrieved
https://www.scientificamerican.com/article/mathematicians-discover-the-worst-way-to-hang-a-painting/
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