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Dropping Tables   (DatabaseLink Tutorial)
SQLDropTable drops tables from a database. An alternative, using raw SQL, is demonstrated in "Dropping Tables with Raw SQL". If you find that the examples in this tutorial do ...
Schema and Catalogs   (DatabaseLink Tutorial)
Database schema and catalogs can be used to hold collections of database components and objects suitable for particular users. They can be particularly useful when working ...
Dropping Tables with Raw SQL   (DatabaseLink Tutorial)
The raw SQL command DROP TABLE drops tables from a database. An alternative is to use the Mathematica command SQLDropTable, described in "Dropping Tables". If you find that ...
Using the Example Databases   (DatabaseLink Tutorial)
DatabaseLink contains a number of example databases (many use HSQLDB). These allow you to try examples in the documentation and learn the details of working with databases in ...
KernelLink -- communicate with a Mathematica kernel, MathLink -- low-level methods for communicating with any MathLink program, MathLinkFactory -- create links, ...
DiscreteUniformDistribution   (Built-in Mathematica Symbol)
DiscreteUniformDistribution[{i_min, i_max}] represents a discrete uniform distribution over the integers from i_min to i_max.DiscreteUniformDistribution[{{i_min, i_max}, ...
Compiled Function Operation   (Compiled Function Tools Tutorial)
The Mathematica compiler generates a CompiledFunction expression that contains a sequence of simple instructions for evaluating a Mathematica computation. The compiled ...
Deployment   (GUIKit Package Tutorial)
There are a number of features of the GUIKit framework that aid deployment of user interface definitions with your own AddOns so that they can be easily executed when needed. ...
Dot   (Built-in Mathematica Symbol)
a.b.c or Dot[a, b, c] gives products of vectors, matrices, and tensors.
Eigenvalues   (Built-in Mathematica Symbol)
Eigenvalues[m] gives a list of the eigenvalues of the square matrix m. Eigenvalues[{m, a}] gives the generalized eigenvalues of m with respect to a. Eigenvalues[m, k] gives ...
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