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Mathematica's symbolic architecture makes it unprecedentedly easy to create and manipulate sophisticated layouts for user interfaces—both as static structures and with ...
Two-Dimensional Graphics Elements   (Mathematica Tutorial)
Basic two-dimensional graphics elements. Here is a line primitive. This shows the line as a two-dimensional graphics object.
Importing & Exporting in Notebooks   (Mathematica Guide)
The symbolic architecture of Mathematica notebooks allows immediate interoperability with a wide range of document, web, graphics and other formats. Mathematica automatically ...
PNM   (Mathematica Import/Export Format)
MIME types: image/x-portable-anymap, image/pbm PNM raster image format. Generic format of the Portable family of image formats. Includes the PBM (monochrome), PGM ...
RangeFilter   (Built-in Mathematica Symbol)
RangeFilter[image, r] filters image by replacing every pixel by the difference of the maximum and minimum in its range r neighborhood. RangeFilter[data, r] applies a range ...
InverseRadon   (Built-in Mathematica Symbol)
InverseRadon[image] gives the inverse discrete Radon transform of image.InverseRadon[image, {w, h}] specifies the width w and the height h of the resulting image.
KuwaharaFilter   (Built-in Mathematica Symbol)
KuwaharaFilter[image, r] computes for each pixel p in image the variance of the values in the four (r + 1)*(r + 1) squares that have p as a corner, and replaces p with the ...
GradientFilter   (Built-in Mathematica Symbol)
GradientFilter[image, r] gives an image corresponding to the magnitude of the gradient of image, computed using discrete derivatives of a Gaussian of pixel radius ...
MaxFilter   (Built-in Mathematica Symbol)
MaxFilter[image, r] filters image by replacing every value by the maximum in its range r neighborhood. MaxFilter[data, r] applies max filtering to an array of data.
CurvatureFlowFilter   (Built-in Mathematica Symbol)
CurvatureFlowFilter[image] applies a mean curvature flow filter to image.CurvatureFlowFilter[image, t] specifies the amount t of curvature flow to be ...
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