A game for budding knot theorists – David Richeson: Division by Zero

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Thanks to Sam Shah for introducing me to this fascinating online game: Entanglement. The rules are simple. You are given hexagonal tiles, one at a time, each adorned with six short segments of rope. Use them to construct the longest possible knot (measured in segments) before running into a wall.  Entanglement is fun and addicting!…
A game for budding knot theorists – David Richeson: Division by Zero
Joseph Nebus – Page 17 – nebusresearch
A game for budding knot theorists – David Richeson: Division by Zero
Recreational Mathematics – nebusresearch
A game for budding knot theorists – David Richeson: Division by Zero
The Mathematical Tourist: 2007
A game for budding knot theorists – David Richeson: Division by Zero
Previous Math Encounters Presentations – National Museum of Mathematics
A game for budding knot theorists – David Richeson: Division by Zero
Psi Chi Journal of Psychological Research by Psi Chi, the International Honor Society in Psychology - Issuu
A game for budding knot theorists – David Richeson: Division by Zero
How I teach topology: an inquiry-based learning approach – David Richeson: Division by Zero
A game for budding knot theorists – David Richeson: Division by Zero
A game for budding knot theorists – David Richeson: Division by Zero
A game for budding knot theorists – David Richeson: Division by Zero
mathrecreation: 2009
A game for budding knot theorists – David Richeson: Division by Zero
inspiration for my puzzle. Today, while walking
A game for budding knot theorists – David Richeson: Division by Zero
Joseph Nebus – Page 17 – nebusresearch
A game for budding knot theorists – David Richeson: Division by Zero
Recreational Mathematics – nebusresearch
A game for budding knot theorists – David Richeson: Division by Zero
Math – Page 17 – nebusresearch
A game for budding knot theorists – David Richeson: Division by Zero
mathrecreation: 2009
A game for budding knot theorists – David Richeson: Division by Zero
What are the most beautiful arguments in mathematical proofs? - Quora
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