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11:46 AM
Bumped today, no top-level tag, all five spots are taken: $\mathrm{LP}$ formulation for $\mathrm{k}$-$\operatorname{opt}$ moves
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Q: $\mathrm{LP}$ formulation for $\mathrm{k}$-$\operatorname{opt}$ moves

Manfred Weis$\mathrm{k}$-$\operatorname{opt}$ moves are an idea to improve non-optimal Hamilton cycles in weighted symmetric graphs by exchanging $\mathrm{k}$ tour-edges with $\mathrm{k}$ edges that do not belong to the tour, have smaller weightsum and yield a different tour when exchanged with the selected ...

The tag-exceprt for has a pending suggested edit: mathoverflow.net/review/suggested-edits/159776
There was a suggested edit also to the tag-info for - it is now approved: mathoverflow.net/review/suggested-edits/159777
 

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