RemoteKernelOpen (Lightweight Grid Client Symbol)

RemoteKernelOpen[spec] launches a kernel with the given specification.RemoteKernelOpen[{spec_1, spec_2, ...}] launches kernels in parallel.

Introduction (SymbolicC Tutorial)

Mathematica's core tree-oriented symbolic language makes it well suited to working with a hierarchical view of C code as Mathematica expressions. This supports the use of the ...

MultivariateStatistics` (Mathematica Upgrade Information)

MultiPoissonDistribution has been renamed to MultivariatePoissonDistribution and is part of the built-in Mathematica kernel. HotellingTSquareDistribution has been added to ...

MaximalBipartiteMatching (Graph Utilities Package Symbol)

MaximalBipartiteMatching[g] gives the maximal matching of the bipartite graph g.

ToCombinatoricaGraph (Graph Utilities Package Symbol)

ToCombinatoricaGraph[g] return the Combinatorica representation of the graph g.ToCombinatoricaGraph[g, n] return the graph g, adding additional unconnected vertices, if ...

MeanTest (Hypothesis Testing Package Symbol)

MeanTest[list, \[Mu]_0] performs a test with null hypothesis \[Mu] = \[Mu]_0.

Complex Patterns and Advanced Features (Notation Package Tutorial)

Due to the complex inner workings of the Notation Package it is helpful to outline some of the more advanced features and structures of the Mathematica front end and how they ...

Make a Legend for My Plots (Plot Legends Package How To)

Mathematica provides many options for customizing and annotating plots. Legends can be added to plots and customized with many of the same methods used to customize other ...

Polytopes Package (Polytopes Package Tutorial)

This package contains functions that give geometrical characteristics of regular polygons. Polygons are identified by name (Digon, Decagon, etc.) in function arguments and in ...

FirstIntegrals (Variational Methods Package Symbol)

FirstIntegrals[f, x[t], t] returns a list of first integrals corresponding to the coordinate x[t] and independent variable t of the integrand f.FirstIntegrals[f, {x[t], y[t], ...