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| Well, The problem is two-fold First, the "SetDelayed" for defining G is inefficient, but this is not that important Second, the definition for G, using "SetDelayed" generates the wrong results (but MMA does exactly what you have instructed it to... |
| Following the documentation - the function accepts only two parameters. When you tried to plot 3 lines you used 3 parameters and then the function crashes Here is a simple example with several lines and two parameters that you may try ... |
| The definition of mesh is missing in your post... yehuda |
| I'm sure you already solved the issue, but just in case... the raw data has 23 lines and also the length of the data after import However, you define dates for lines 2 to 23, leaving you with 22 dates. This fills wrong to me The definition of... |
| Are you sure you want to use it? It was generated with Mathematica 2.0/2.1 when Mathematica was installed with two floppies Many things were changes since then |
| data has 33 points Your model requires values for 35 parameters (5 parameters x 7 components). I find it hard to believe that you will find a solution where you have more unknown parameters that data Again, I recommend on using the function... |
| Hi Jonathan, You are right, the page break is inserted twice since both PageBreakAbove->True and PageBreakBelow -> True are set for the PageBreak cell (WRI guys, to you attention, you need to remove one of them). One immediate solution you may... |
| Dave, Using grep misses the parts where the default font defined in the style file is used. What it traps are only the parts where a a manual setting of the font was applied, and there you see only one font. In practice there could be many more,... |
| Hi, Do you mean something like g1 = Plot3D[{Cos[x] Sin[y]}, {x, -5, 5}, {y, -5, 5}, MeshShading -> {{Red, None, None, None}}, Mesh -> 30]; g2 = Plot3D[{Cos[x + 0.5] Sin[y + 0.5]}, {x, -5, 5}, {y, -5, 5}, MeshShading ->... |
| The `InterpolationOrder` option just does that try the following Manipulate[ ListContourPlot[ Table[Sin[i + j^2], {i, 0, 3, 0.25}, {j, 0, 3, 0.25}], InterpolationOrder -> ord], {ord, 0, 5, 1}] |