| 1. | These algorithms require only a few pointers, so their space complexity is.
|
| 2. | However, the space complexity of this algorithm is proportional to, unnecessarily large.
|
| 3. | Moreover, the space complexity for ropes and arrays are both O ( n ).
|
| 4. | Several important space complexity classes are sublinear, that is, smaller than the size of the input.
|
| 5. | In order to reduce the space complexity however, it is necessary to lose information in some way.
|
| 6. | The Fisher Yates shuffle is quite efficient; indeed, its asymptotic time and space complexity are optimal.
|
| 7. | This approximation has the desirable effect of removing the echo, while preserving the space complexity of the solution.
|
| 8. | The reason is that DSPACE describes the space complexity used by deterministic Turing machines, which can represent actual computers.
|
| 9. | This type of argument is also sometimes used for space complexity classes, alternating classes, and bounded alternating classes.
|
| 10. | The running time of the algorithm and the space complexity is O ( n ) running time of the naive brute force calculation.
|