2 ms·
100 % accuracy is what the algorithm wants to achieve (in the most basic case), so that's your asymptote. If your precision increases logarithmically e.g. as 1-
by ThePhysicist 8y ago
100 % accuracy is what the algorithm wants to achieve (in the most basic case), so that's your asymptote. If your precision increases logarithmically e.g. as 1-1/log(x) you get arbitrarily close to 1, which is the definition of an asymptote I think.
- sampo 8y ago> 100 % accuracy is what the algorithm wants to achieve Well, in that context every kind of (monotonic) growth is asymptotic, so the word has no meaning.