I mean I'm not sure but you can lower it a bit by selecting a root edge or vertex as a base point then you can use edge cover to find least expensive communication paths, for example in software development. Also, in cryptography research -especially in coins nowadays- you need to validate your transaction to nodes, which are vertices. I guess they might be proper candidates.
Thank you❤
You're welcome !
Thank you so much ! ❤🎉
My pleasure! There is much more to say on this topic, and more videos will come in the future!
@@WrathofMath thats great ! 😮🎉
Is there a way to see the motivation of why this could be useful?
I mean I'm not sure but you can lower it a bit by selecting a root edge or vertex as a base point then you can use edge cover to find least expensive communication paths, for example in software development. Also, in cryptography research -especially in coins nowadays- you need to validate your transaction to nodes, which are vertices. I guess they might be proper candidates.
Ah, another edgy video...