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go back to [[Main Page]], [[MATHEMATICA]], [[Scripts]], [[Scripts for Mathematica 8]] First we write down the First Matrix, in which every number will be substituted by a color N.B. The table contains also the Legend. c1 = { {"Esol", "Ir", "Ru", "Sn", "Ti"}, {"IrO2", 0.00, -0.14, 0.80, 0.37}, {"RuO2", -0.10, 0.00, 1.03, 0.69}, {"SnO2", 0.54, 0.43, 0.00, 0.17}, {"TiO2", -0.71, 0.63, 0.62, 0.00} } Second, we write down a Second Matrix, in which the numbers will be written over the colored tables N.B. It's the same matrix as the first but limited to the numbers; The numbers ending with a zero have to be written between "", otherwise they will be rounded on the final figure (0.00 becomes 0.) c2 = { {"0.00", -0.14, "0.80", 0.37}, {"-0.10", "0.00", 1.03, 0.69}, {0.54, 0.43, "0.00", 0.17}, {-0.71, 0.63, 0.62, "0.00"} } In alternative you can import the matrix from a text file c1 = Import ["path/file.csv"] Then we isolate the numerical part of the first matrix n1 = c1[ [2;;All,2;;All] ] And we assign the variables for the Colored table l1 = c1[ [2;;All,1] ] p1 = c1[ [1,2;;All] ] Finally with the ImageCompose function, we overimpose the numbered table to the colored one ImageCompose[ ArrayPlot[n1, ColorFunction -> "Rainbow", ColorFunctionScaling -> True, Frame -> True, FrameStyle -> Opacity[0], AspectRatio -> 0.737, FrameTicks -> {{Transpose[{Range[Length[l1]], l1}], None}, {None, Transpose[{Range[Length[p1]], p1}]}}, FrameTicksStyle -> Directive[Opacity[1], Bold, FontSize -> 60, FontFamily -> "Times"], Mesh -> All, MeshStyle -> White, ImageSize -> 1000], GraphicsGrid[c2, BaseStyle -> {"Times", 45, Bold, White}, AspectRatio -> 0.75, ImageSize -> 780] , {580, 310} ]
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