Hellley's Theorem
- Yuki
- Aug 4
- 1 min read
It is possible to determine whether many convex regions "have a common part as a whole" using only a small number of combinations.
When you choose any three things, there is always a common element.
A central point or shared space exists that satisfies all conditions.
A theorem for finding the commonality of the whole from local overlaps.
The golden light represents the "common area" of each domain.
Spaces with different uses exist independently of each other, yet they converge and overlap into a central shared atrium.
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