Standalone Java Application (GUIKit Package Tutorial)

The GUIKit` package can also be used to provide Mathematica-enriched user interfaces to standalone Java applications, leveraging the fact that J/Link also works within a Java ...

ButterflyGraph (Combinatorica Package Symbol)

ButterflyGraph[n] returns the n-dimensional butterfly graph, a directed graph whose vertices are pairs (w, i), where w is a binary string of length n and i is an integer in ...

SetVertexWeights (Combinatorica Package Symbol)

SetVertexWeights[g] assigns random real weights in the range [0, 1] to vertices in g. SetVertexWeights[g, w] assigns the weights in the weight list w to the vertices of g. ...

BarCharts` (Mathematica Compatibility Information)

As of Version 7, the Bar Charts Package has been integrated into the Mathematica kernel.

Graphics`InequalityGraphics` (Mathematica Compatibility Information)

New functions RegionPlot and RegionPlot3D have been added to the built-in Mathematica kernel. RegionPlot includes the functionality of InequalityPlot. RegionPlot3D includes ...

Graphics`Polyhedra` (Mathematica Compatibility Information)

PolyhedronData has been added to the built-in Mathematica kernel. A new Polyhedron Operations Package has been created.

Graphics`Shapes` (Mathematica Compatibility Information)

The functionality of RotateShape, TranslateShape, and AffineShape is provided by the newly added kernel functions Rotate, Translate, Scale and GeometricTransformation. ...

BoundedDiagram (Computational Geometry Package Symbol)

BoundedDiagram[{{a_1, b_1}, ...}, {{x_1, y_1}, ...}] yields the bounded Voronoi diagram of the points {x_1, y_1}, {x_2, y_2} ..., where the bound is the convex polygon formed ...

VoronoiDiagram (Computational Geometry Package Symbol)

VoronoiDiagram[{{x_1, y_1}, {x_2, y_2}, ...}] yields the planar Voronoi diagram of the points {x_1, y_1}, {x_2, y_2}, ....VoronoiDiagram[{{x_1, y_1}, {x_2, y_2}, ...}, val] ...

EconomizedRationalApproximation (Function Approximations Package Symbol)

EconomizedRationalApproximation[expr, {x, {x_0, x_1}, m, n}] gives the economized rational approximation to expr that is good over the interval x_0 to x_1, with numerator ...