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| ListDensityPlot[array] generates a smooth density plot from an array of values. |
| ListDensityPlot[{{x1, y1, f1}, {x2, y2, f2}, ...}] generates a density plot with values defined at specified points. |
| AspectRatio | 1 | ratio of height to width | |
| BoundaryStyle | None | how to draw RegionFunction boundaries | |
| ClippingStyle | None | how to draw values clipped by PlotRange | |
| ColorFunction | Automatic | how to color the plot | |
| ColorFunctionScaling | True | whether to scale the argument to ColorFunction | |
| DataRange | Automatic | the range of x and y values to assume for data | |
| Frame | True | whether to draw a frame around the plot | |
| FrameTicks | Automatic | frame tick marks | |
| InterpolationOrder | None | the polynomial degree in each variable of the interpolated density between data points | |
| MaxPlotPoints | Automatic | the maximum number of points to include | |
| Mesh | None | how many mesh lines in each direction to draw | |
| MeshFunctions | {#1&,#2&} | how to determine the placement of mesh lines | |
| MeshStyle | Automatic | the style for mesh lines | |
| Method | Automatic | the method to use for interpolation and data reduction | |
| PerformanceGoal | $PerformanceGoal | aspects of performance to try to optimize | |
| PlotRange | {Full,Full,Automatic} | the range of f or other values to include | |
| PlotRangePadding | Automatic | how much to pad the range of values | |
| PlotRangeClipping | True | whether to clip at the plot range | |
| RegionFunction | (True&) | how to determine whether a point should be included | |
| VertexColors | Automatic | colors to assume at every point |
| © 2008 Wolfram Research, Inc. |