👉 In geometry, a sub-convex set is a subset of Euclidean space that does not contain any two points that are closer than the distance between them. Sub-convex sets have several important properties:
1.
Non-degenerate condition
: A set is said to be sub-convex if no line segment connecting its points can intersect the set in more than one point.
2.
Interior-point property
: If a point lies within a sub-convex set, then it must
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