It is quasi-polynomial, he asserts, which means that for a graph with n nodes, the algorithm’s running time is comparable to n raised not to a constant power (as in a polynomial) but to a power that ...

"There are practical algorithms that work really well for ... can be compared in "quasi-polynomial time"—not polynomial time, but not bad. Here's a good thumbnail sketch of what an achievement ...

This research not only generalizes classical results ... This work highlights the potential for polynomial time algorithms to address problems that were previously thought to be intractable.

The word "algebra" may evoke memories of complicated-looking polynomial ... that it takes more time to set up all these rules than it does to solve the puzzle, you're not wrong.

These “polynomial-time algorithms” are efficient algorithms, meaning it’s practical to use computers to solve instances of them. Thousands of other solvable problems are not known to have ...

It is quasi-polynomial, he asserts, which means that for a graph with n nodes, the algorithm’s running time is comparable to n raised not to a constant power (as in a polynomial) but to a power ...

"There are practical algorithms that work really well for ... can be compared in "quasi-polynomial time"—not polynomial time, but not bad. Here's a good thumbnail sketch of what an achievement ...