- Thoughts.
- Known to be attributed to minimum cuts
- No two options, but 3 or more options with minimum cuts is acceptable
- But the range of v is up to 10^6, so it’s hard to make all of them vertices.
- Do we need coordinate compression to select only the vertices relevant to the constraint?
- If the potency is positive, it is more profitable to include up to a-1 just before the constraint.
- If the potency is negative, it is beneficial to stop just short of the constraint b
- mounting
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The irregular number of vertices is a pain to implement…
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