302 |
ts=7.57e+04 [~378.66ms], |
ts=7.57e+04 [~378.66ms], |
303 |
tv=2.09e+03 [~10.44ms]) |
tv=2.09e+03 [~10.44ms]) |
304 |
|
|
305 |
This may be ok when using up to a million or so random keys |
These may be used freely, bounded only by the birthday |
306 |
(XXX chance of a common birthday then?) |
paradox collision probability within the number of keys |
307 |
|
defined in the virtual tree. |
308 |
|
|
309 |
It is also possible to use key boosting to form `$k$`-time |
It is also possible to use key boosting to form `$k$`-time |
310 |
signature schemes for large `$k$`. For example, for `$k=2^20$`: |
signature schemes for large `$k$`. For example, for `$k=2^20$`: |