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Sep 8, 2026 - Bonn Mathematics
Cook, William; Hougardy, Stefan; Petrich, Moritz, 2026, "Vertices of the Subtour Polytope", https://doi.org/10.60507/FK2/JK95PC, bonndata, V3
We provide all vertices of the subtour polytope up to n=16 and all half-integral vertices of the subtour polytope up to n=18. |
Sep 8, 2026 -
Vertices of the Subtour Polytope
7Z Archive - 15.9 MB -
MD5: 2d96ca70eb5d4f395d91b8e274aae6ce
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Sep 8, 2026 -
Vertices of the Subtour Polytope
7Z Archive - 108.9 MB -
MD5: 0a9bd9b5c04dfd425a290acc8d3d666e
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Sep 8, 2026 -
Vertices of the Subtour Polytope
7Z Archive - 385.3 MB -
MD5: deec6659fad16f89a5887f37026c48fd
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Sep 8, 2026 -
Vertices of the Subtour Polytope
7Z Archive - 2.7 GB -
MD5: 54ee8094eb344ed7a40e3c82dd79eaf6
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Sep 8, 2026 -
Vertices of the Subtour Polytope
Plain Text - 4.1 KB -
MD5: 97d5c67b32e9bbf5cf89ca1f7f508111
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Sep 8, 2026 -
Vertices of the Subtour Polytope
Unknown - 20.0 GB -
MD5: af761d80999663063ffbc05a08573e32
Part 1/7 |
Sep 8, 2026 -
Vertices of the Subtour Polytope
Unknown - 20.0 GB -
MD5: e3cd506cdee722dc85488632e46185f0
Part 2/7 |
Sep 8, 2026 -
Vertices of the Subtour Polytope
Unknown - 20.0 GB -
MD5: b1878ca630646ea9b3ae786e1e6151f7
Part 3/7 |
Sep 8, 2026 -
Vertices of the Subtour Polytope
Unknown - 20.0 GB -
MD5: dd770da95f61568f1695a777a74e152f
Part 4/7 |
