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Nov
14
comment An elegant way to plot a numeric function that returns a list, and have each element in a different color
@acl Wait... We're actually expected to read the questions now?
Nov
14
comment An elegant way to plot a numeric function that returns a list, and have each element in a different color
How about Plot[Evaluate[f[x]], ...]?
Nov
14
accepted Antialiasing of horizontal lines
Nov
14
comment Antialiasing of horizontal lines
This is quite nifty. My new favourite rule is: Line[n : ({{a_, _}, {a_, _}} | {{_, b_}, {_, b_}})] -> {Antialiasing -> False, Line[n]}. The next challenge is to make it work with arrows.
Nov
14
asked Antialiasing of horizontal lines
Nov
12
answered Filter list based on date
Nov
12
answered Mathematica function intersection points with 3D grid
Nov
11
comment Incrementing a number where each digit has a different base
To aid in searches, I'd like to note that a number with different bases for each digit is commonly known as a mixed radix number.
Nov
11
answered Determining the local extrema of discrete data
Nov
9
comment Constructing election cartograms?
If you follow your links you find a paper on how they did it.
Nov
9
comment Table not working with Plot
ipar[x_?NumberQ] := ...
Nov
8
answered How can I force points in a list to have distinct x values?
Nov
8
comment Is there a way to do conditional matrix loop using 'continue'
@sebastiancheung The {2} is to map on to exactly the elements that are 2 levels deep. Just what you need for a 2D matrix. I was a little hazy on exactly what you required, but confident it could be adapted. You can of course modify the index #2 before you use it.
Nov
8
answered Is there a way to do conditional matrix loop using 'continue'
Oct
31
comment Detecting grid lines in a raster image
It would be quite nice if all the images could be zipped up and put on a torrent somewhere. How many voting tables are there?
Oct
31
comment Detecting grid lines in a raster image
Is there an easy way to download a whole bunch of original images for testing purposes?
Oct
31
awarded  Nice Answer
Oct
31
awarded  Nice Question
Oct
28
comment Dual complex integral over implicit path using contour plot
If you take the Evaluate out of your definition of NContourIntegrate you get the right answer (albeit slowly). Someone wiser than me will have to explain why though. For speed during experimentation, may I suggest you interpolate a triangle as your contour.
Oct
25
awarded  Nice Answer