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8h
awarded  Enlightened
10h
awarded  Nice Answer
14h
comment Expand the plotting range
The problem is not with Plot but with the cube root itself. See Finding real roots of negative numbers.
16h
revised Understanding polyharmonic splines
please try not to misspell people's names
1d
answered Implicitly defined compact complicated surface
1d
comment InterpolationOrder 2 or more in ListLogLinearPlot
Once you have interpolatingFunction why not directly call LogLinearPlot?
2d
awarded  Necromancer
Jun
30
comment Simple ways to implement vector dilation
I didn't post an answer because I don't have access to Mathematica right now, so I had no idea if my suggestion would actually work!
Jun
30
comment Simple ways to implement vector dilation
Something along the lines of ImplicitRegion[RegionDistance[polygon, {x, y}] <= r, {x, y}]?
Jun
24
comment Challenging matrix sorting request?
Further reading: transportation theory
Jun
22
comment DiscretizeRegion of ImplicitRegion too small
Does it help if you use the RegionBounds of the previous region to set the bounds on x and y, instead of fixing them to {{x, 0, 2}, {y, 0, 2}}?
Jun
22
comment How to fill the space outside of an image after rotating it
You could also try Padding -> "Fixed" or Padding -> "Reversed" to repeat the pixel values of the image itself.
Jun
20
comment MeshFunction at azimuthal angles for RegionPlot3D
Try using the equation of the azimuthal plane: MeshFunctions -> {Det[{{#1, #2}, {Cos[t], Sin[t]}}] &}, Mesh -> {{0}}, where t is the azimuthal angle you want.
Jun
18
comment How do I create a triangulated surface from points?
Maybe your code is computing the total area of a two-sided surface?
Jun
12
comment FindShortestTour 3D data
Formatting tip: select the code and press the "Code Sample" button on the toolbar (it looks like {}) to format it as a code block.
Jun
12
revised FindShortestTour 3D data
added 554 characters in body
Jun
12
comment Mathematica equivalent of `qnorm` or `invNorm`
You could also use InverseErf, but that's cumbersome too.
Jun
11
comment NIntegrate of surface area of intersecting spheres yields zero
Doesn't this method also count the area of a sphere lies within another sphere, which @Fred said he doesn't want to count?
Jun
4
comment Defining a 2-variable function over voronoi diagram
You don't need to have computed the Voronoi diagram beforehand, you can just use Nearest: mathematica.stackexchange.com/q/17075/484
Jun
1
awarded  Enlightened