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Our main result is the proof that the problem of deciding whether it exists a scheduling of the rerouting of connection requests without traffic interruption is NP-complete even if requests use the third of the bandwidth of a link.
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People debate whether it exists at all.
In the coming decades, far from restoring its Soviet-era might, Russia will have to decide whether it wishes to exist peacefully as an asset to Europe or the alternative — becoming a petro-vassal of China.
It can't decide whether it wants to exist in two or three dimensions.
A more logical approach then is to allow it to exist, and allow the public to decide whether it should be permitted to touch the levers of power.
From this setting, we derive an algorithm for deciding whether there exists a reduction from one model to another, and evaluate it on the computation of the reduction relations between all SBML models of the biomodels.net repository.
Given a set of rigid parts and prescribed joints, the first problem consists in deciding whether there exists an assembly of these parts matching the link constraints.
If collinear points are allowed, we prove that the problem of deciding whether there exists a geometric spanning path of all the red points and a geometric spanning path of all the blue points without crossing is NP-complete.
Deciding whether there exists a multiway search tree forEhaving limitLand cost at mostCis NP-complete.
Deciding whether there exists a weakB-tree forEhaving limits (L1,L2) and cost at mostCis NP-complete.
Then, even the problem for deciding whether there exists a graph that matches such a pattern is beyond reach in practice.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com