Mathematica provides state-of-the-art high-precision geodesy computation, supporting all standard datums and projections.

Mathematica is built to handle arbitrarily large computations—limited only by computer time and memory—and provides a collection of convenient global safety features to ...

A typical graph problem is that of matching different items, such as dates between men and women given preferences or teachers and courses with different preferences. These ...

Mathematica supports a variety of coordinate systems, organized for ease and efficiency of both direct and programmatic use. It supports convenient robust automatic range and ...

Mathematica supports a broad range of measures that characterize graphs, from simple measures, such as the number of vertices and edges that tell the size and sparsity of a ...

A graph with a certain property can often be built starting from another graph. They may be a subgraph of a larger graph, they can be incrementally modified by deleting or ...

Many algorithms and procedures require graphs with certain properties. These can be basic properties, such as being undirected, or deeper topology properties, such as being ...

Matrix representations of graphs go back a long time and are still in some areas the only way to represent graphs. Adjacency matrices represent adjacent vertices and ...

Hundreds of thousands of mathematical results derived at Wolfram Research give Mathematica unprecedented strength in the transformation and simplification of hypergeometric ...

Mathematica can export tables of numerical and textual data to all common database file formats. It can also import from database formats to give Mathematica arrays and ...