Skip to main content
added 138 characters in body
Source Link
ilyaraz
  • 1.6k
  • 18
  • 33

There are many very fast and efficient in practice branch and bound algorithms for different NP-hard problems that we can not rigorously analyze: TSP, Steiner tree, bin packing and so on.

Also there are very nice algorithms for max-flow that are in practice almost linear, but only $\Omega(nm)$ bounds are proven for them.

There are many very fast and efficient in practice branch and bound algorithms for different NP-hard problems that we can not rigorously analyze: TSP, Steiner tree, bin packing and so on.

There are many very fast and efficient in practice branch and bound algorithms for different NP-hard problems that we can not rigorously analyze: TSP, Steiner tree, bin packing and so on.

Also there are very nice algorithms for max-flow that are in practice almost linear, but only $\Omega(nm)$ bounds are proven for them.

Post Made Community Wiki
Source Link
ilyaraz
  • 1.6k
  • 18
  • 33

There are many very fast and efficient in practice branch and bound algorithms for different NP-hard problems that we can not rigorously analyze: TSP, Steiner tree, bin packing and so on.