Re:Researchers have found a faster way to do integer linear ...
by math_dandy on Monday January 29, 2024 @10:23PM
(#39186055)
Every time an integer feasible point is found during the iterative process these algorithms use (branch and bound), you get a new upper bound on the global minimum. It’s not clear to me how these dynamically generated upper bounds highly specific to the particular problem relate to the upper bounds of a more general nature that R&R produce.
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Re:Researchers have found a faster way to do integer linear ...
by nkh on Monday January 29, 2024 @11:37PM
(#39186446)
> upper bounds of a more general nature that R&R produce
If it's an upper bound, it should be pretty easy to plug into the existing stuff under the hood in these solvers. Can you provide my insight into how the R&R "Upper bound" is different and "more general in nature"?