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13h
comment MatrixForm in Mathematica
MatrixForm acts as a "wrapper", which affects printing, but not evaluation. Further calculations can't be done with a matrix if you apply MatrixForm on it's definition. It is just a function to pretty print or visualize a matrix in Mathematica.
14h
comment How to define a complicated function inside the body of Compile?
@andre Using Evaluate can be an option to get rid of the MainEvaluate in this case.
1d
comment Changing from Cartesian to polar coordinates in partial differential equation
Here is the link @Kuba was referring to.
Feb
4
reviewed Close Color a single contour from a ListContourPlot3D using values from a list
Feb
3
reviewed Close Visualize how a function varies as its parameters vary
Feb
2
revised Finding a vector many times
added 76 characters in body
Feb
2
reviewed Approve How to make a contour shading like this
Feb
2
answered How to make a contour shading like this
Feb
1
reviewed Approve Plotting Multiple Curves? Options Issue
Jan
31
reviewed Approve Max of imported numerical data will not work
Jan
31
comment How to find adjacent polygons of a specific polygon in a VoronoiMesh?
@Odrisso I have added comments to the code for FindAdjPoly. Hope this helps you. About the visualization I am working on version 10.3.1 and I see no errors. The Table and Transpose is used to process the output polys so that HighlightMesh can make sense of it.
Jan
31
revised How to find adjacent polygons of a specific polygon in a VoronoiMesh?
added 227 characters in body
Jan
30
reviewed Approve Export dataset to JSON including Unicode Characters
Jan
30
revised How to integrate on bezier function?
added 193 characters in body
Jan
30
answered How to integrate on bezier function?
Jan
30
revised How to find adjacent polygons of a specific polygon in a VoronoiMesh?
deleted 39 characters in body
Jan
30
answered How to find adjacent polygons of a specific polygon in a VoronoiMesh?
Jan
29
comment Rewriting List of Matrix Equation in Terms of Individual Equations?
In your case Thread[Equal[##]] & @@ Flatten /@ {M, A}
Jan
29
answered Coordinates of the centers of the triangles composing a Koch snowflake
Jan
26
revised GeoGraphics : path within a country
deleted 1 character in body