Equilateral Sets in the Torus¶
Alon, N. (2024). Equilateral Sets in the Torus.
Cited by¶
1 citation across 1 artifact.
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Domain-specific¶
- Equilateral Dimension
- General metric spaces. Tori, Hamming spaces, manifolds, projective spaces, and compacta support distinct equilateral-number problems because their metrics impose different exact-distance relations.
This sourceDefines the equilateral number with the unbounded-size `infinity` convention and studies exact values and bounds for several torus metrics.
- General metric spaces. Tori, Hamming spaces, manifolds, projective spaces, and compacta support distinct equilateral-number problems because their metrics impose different exact-distance relations.
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