From Wikipedia, the free encyclopedia

What is the utility?

A section to explain where minimum cut algorithms are useful/needed is missing, would be good to have some examples.

What is this?

I don't really understand, what this means:

Asymptotically faster algorithms exist for directed graphs, though these do not necessarily extend to the undirected case.

(An algorithm for finding a min cut in a digraph can always be applied in undirected graphs.) — Preceding unsigned comment added by 2001:6A0:5001:2:39E2:E197:D9EF:7 ( talk) 12:14, 17 October 2012 (UTC) reply

Fixed dead link

I added the Wayback machine link to the .ps file in the first reference ("4 Min-Cut Algorithms").

I also converted it to PDF which I shared on my Google Drive along with the original PS file:

https://drive.google.com/drive/folders/1T-AV5KDOytzJZdbLnxepUzcvcgCdkhU1?usp=drive_link Doranchak ( talk) 17:53, 17 April 2024 (UTC) reply

From Wikipedia, the free encyclopedia

What is the utility?

A section to explain where minimum cut algorithms are useful/needed is missing, would be good to have some examples.

What is this?

I don't really understand, what this means:

Asymptotically faster algorithms exist for directed graphs, though these do not necessarily extend to the undirected case.

(An algorithm for finding a min cut in a digraph can always be applied in undirected graphs.) — Preceding unsigned comment added by 2001:6A0:5001:2:39E2:E197:D9EF:7 ( talk) 12:14, 17 October 2012 (UTC) reply

Fixed dead link

I added the Wayback machine link to the .ps file in the first reference ("4 Min-Cut Algorithms").

I also converted it to PDF which I shared on my Google Drive along with the original PS file:

https://drive.google.com/drive/folders/1T-AV5KDOytzJZdbLnxepUzcvcgCdkhU1?usp=drive_link Doranchak ( talk) 17:53, 17 April 2024 (UTC) reply


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