Exponential-time algorithm
<complexity> An
algorithm (or
Turing Machine) that is guaranteed to terminate within a number of steps which is a
exponential function of the size of the problem.
For example, if you have to check every number of n digits to find a solution, the
complexity is O(10^n), and if you add an extra digit, you must check ten times as many numbers.
Even if such an algorithm is practical for some given value of n, it is likely to become impractical for larger values.
This is in contrast to a
polynomial-time algorithm which grows more slowly.
See also
computational complexity,
polynomial-time,
NP-complete.
