Calendar (Calendar Package Symbol)

Calendar is an option for calendar functions which specifies which calendar system to use.

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 ...

FromAdjacencyMatrix (Combinatorica Package Symbol)

FromAdjacencyMatrix[m] constructs a graph from a given adjacency matrix m, using a circular embedding. FromAdjacencyMatrix[m, v] uses v as the embedding for the resulting ...

MakeGraph (Combinatorica Package Symbol)

MakeGraph[v, f] constructs the graph whose vertices correspond to v and edges between pairs of vertices x and y in v for which the binary relation defined by the Boolean ...

NetworkFlow (Combinatorica Package Symbol)

NetworkFlow[g, source, sink] returns the value of a maximum flow through graph g from source to sink. NetworkFlow[g, source, sink, Edge] returns the edges in g that have ...

Statistics`DataSmoothing` (Mathematica Compatibility Information)

MovingAverage and MovingMedian have been added to the built-in Mathematica kernel. ExponentialSmoothing is replaced by ExponentialMovingAverage.

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] ...

MicroscopicErrorPlot (Computer Arithmetic Package Symbol)

MicroscopicErrorPlot[f, {x, a}] plots the error incurred by using machine arithmetic to evaluate the expression f in a small neighborhood of a.MicroscopicErrorPlot[f, {x, a, ...

PartitionMap (Developer Package Symbol)

PartitionMap[f, list, n] applies f to list after partitioning into nonoverlapping sublists of length n. PartitionMap[f, list, n, d] applies f to sublists obtained by ...