346 reputation
414
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location University of California Irvine, CA
age
visits member for 2 years, 10 months
seen May 5 at 2:46

Sep
25
awarded  Popular Question
Jul
2
awarded  Curious
Mar
30
awarded  Notable Question
Mar
9
awarded  Notable Question
Oct
19
awarded  Notable Question
May
6
accepted Count the number of unique equal sized partitions of a set.
May
6
asked Count the number of unique equal sized partitions of a set.
Mar
19
awarded  Popular Question
Mar
16
awarded  Popular Question
Mar
2
awarded  Popular Question
Feb
21
accepted How to solve $x \log^2x - c=0$?
Feb
20
comment How to solve $x \log^2x - c=0$?
+1 though, since now I at least know what $W_0$ is referring to.
Feb
20
comment How to solve $x \log^2x - c=0$?
I mean I don't have intuition for how $W(z)$ grows compared to $z$. Specifically, $W(z) = O(f(z))$ for what elementary function $f$? Is there one?
Feb
20
comment How to solve $x \log^2x - c=0$?
I'm doing asymptomatic analysis. c can be assumed very large. After skimming the Wikipedia article, it's still not clear how x will be bounded asymptotically.
Feb
20
comment How to solve $x \log^2x - c=0$?
Can I approximate it as a function of c? Maybe as a series orsomething?
Feb
20
revised How to solve $x \log^2x - c=0$?
deleted 3 characters in body
Feb
20
asked How to solve $x \log^2x - c=0$?
Jan
27
awarded  Yearling
Oct
18
comment Techniques for bounding a sum
@filmor thanks, that's helpful
Oct
18
comment Techniques for bounding a sum
I'm looking for more general ideas, like these: net.pku.edu.cn/~course/cs101/2007/resource/Intro2Algorithm/…