exponential time

He had been working on a plausible model, the same one that gave them the exponential time behavior.

This takes only exponential time in the size of the input, x.

Otherwise, nothing happens and the particle waits another exponential time.

However, if the strong exponential time hypothesis fails, it would still be possible for s to equal one.

For example, an exponential time algorithm can sometimes still be fast enough to make a feasible attack.

That leads to the exponential time algorithm to implement it.

For some forms of local consistency, this algorithm may also require exponential time.

We can then decide L in deterministic exponential time as follows.

Therefore, the obvious approach to simulate such a system requires exponential time on a classical computer.

"Evolution doesn't reward proteins that take an exponential time to fold up," he said.

The best known algorithms either run in exponential time, or provide quite bad approximation ratios.

Meanwhile, an algorithm that runs in exponential time might have a running time of 2.

The best known classical algorithm for estimating these sums takes exponential time.

A better exponential time algorithm is known which runs in time O(2).

Equivalently, any improvement on these running times would falsify the strong exponential time hypothesis.

Finding Nash equilibrium in a game takes exponential time in the size of the representation.

While the relation (1) constitutes a primality test in itself, verifying it takes exponential time.

The exponential time hypothesis is that no algorithm can solve 3-Sat faster than .

Yes, the exponential time shift continues.

Several researchers have studied the complexity of exponential time algorithms restricted to cubic graphs.

While they seem to perform well on random graphs, a major drawback of these algorithms is their exponential time performance in the worst case.

The exponential time hypothesis, if true, would imply that P NP.

But it can take exponential time and space to convert a general SAT problem to disjunctive normal form.

Therefore, if the exponential time hypothesis is true, there must be infinitely many values of k for which s differs from s.

Rainbow tables in cryptography, where the adversary is trying to do better than the exponential time required for a brute-force attack.