- #1
Jarvis323
- 1,243
- 986
I'm studying a research paper that gives this formula for the running time of an algorithm,
expO((log N)^α(log log N)^(1−α)) = L(a)
I would like to plot this function alongside another, for a = 1/4 + O(1), a = 1/4 + O(n), and a= 1/3. The function's growth parameratized by those a's, should be ordered from small to big in the order I listed them.
Here is a link to the article, the formula is found in the introduction.
http://link.springer.com/chapter/10.1007/978-3-642-55220-5_1
If you can help me interpret this in a way that I can plot the function correctly, that would be helpful.
expO((log N)^α(log log N)^(1−α)) = L(a)
I would like to plot this function alongside another, for a = 1/4 + O(1), a = 1/4 + O(n), and a= 1/3. The function's growth parameratized by those a's, should be ordered from small to big in the order I listed them.
Here is a link to the article, the formula is found in the introduction.
http://link.springer.com/chapter/10.1007/978-3-642-55220-5_1
If you can help me interpret this in a way that I can plot the function correctly, that would be helpful.