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visits member for 3 years, 2 months
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Nov
15
reviewed Close How to calculate improper integral
Nov
10
revised FontSize problematic when used in LabelStyle
edited tags
Nov
6
comment Is there a way to control V10's undo length?
@DumpsterDoofus See the note I added at the top.
Nov
6
revised Is there a way to control V10's undo length?
added 226 characters in body
Nov
6
answered Is there a way to control V10's undo length?
Nov
4
revised How to get Python bindings to work on the Raspberry Pi
added 189 characters in body
Nov
2
comment Which Mathematica function has the longest name (by character length?)
The votes on this one must be killing you inside... ;)
Nov
2
comment Statistical Analyzis of Observed Data (Queuing Process)
I think this would be better on Cross Validated, since the question is about appropriate statistical techniques for your problem.
Nov
2
awarded  Enlightened
Nov
2
awarded  Nice Answer
Nov
1
comment DumpsterDoofus's captivating generative art
Can you give this a better title?
Oct
31
comment Command to take the first elements of a list that match a pattern
What if my list is {1, 1, 111, 1111, 11111, 2, 3}?
Oct
31
reviewed Leave Open How to wrap a plot around a circle?
Oct
30
comment How to wrap a plot around a circle?
@Sigur Try this: PolarPlot[funcs /. x -> y - π/2 // Evaluate, {y, 3π/2, -π/2}]
Oct
30
awarded  Nice Answer
Oct
29
comment Division by zero is slow
@Mr.Wizard Unfortunately, it looks a lot like your code too... what have you done to belisarius! :P
Oct
28
comment Classify Function : Sentiment Polarity
@afentis Look up Naïve Bayes classifiers and hierarchical classification.
Oct
28
comment Classify Function : Sentiment Polarity
@afentis If knowing which classifier is used and the details of the algorithm are important, then I highly suggest using python for this. Its NLTK and Machine Learning libraries are light years ahead of what Mathematica is currently offering. They've also been around for several years, as opposed to just 4 or so months for Mathematica, thus tried and tested and more importantly, bugs are actively fixed and new algorithms are routinely added.
Oct
26
comment Obtaining probability density function from a cumulative distribution function
Ok, I was going to reopen it but kguler has already done it. Good luck!
Oct
23
awarded  Good Answer