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Mathematica as a Software Component

Mathematica's symbolic architecture and uniform linking mechanism make it uniquely powerful as a component in many kinds of software systems.

You can easily integrate external programs into Mathematica.

This gives a template for calling a C program.

The Mathematica Database Access Kit connects Mathematica to any standard database.

The data can now be analyzed in Mathematica.

The Mathematica J/Link system gives you immediate access to any Java library.

Java objects and behaviors are automatically mapped to Mathematica symbolic functions.

This Mathematica program defines a Java swing interface.

Mathematica can operate as a client, server or peer.

MathLink provides a general way for programs to communicate with Mathematica.

MathLink is supported for many languages.






MathLink allows multiple Mathematica kernels to communicate.

gridMathematica supports parallel computation.

webMathematica provides a complete solution for building active websites.

MathLink lets you connect to other applications and set up alternative interfaces to Mathematica.

webMathematica uses JSP to define appearance and action of websites.

<%@ page language="java" %>
<%@ taglib uri="/webMathematica-taglib" prefix="msp" %>
<!-- webMathematica source code (c) 1999-2003, 
     Wolfram Research, Inc. All rights reserved. -->
<body bgcolor="#ffffff" >
  <form action="Plot.jsp" method="post">
	Enter a function: 
	<input type="text" name="fun" size="24" value = 
	  "<msp:evaluate>MSPValue[ $$fun,  "Sin[x]^2"]</msp:evaluate>" />
	Enter a number: 
	<input type="text" name="x1"  size="24" value = 
	  "<msp:evaluate>MSPValue[ $$x1,  "10"]</msp:evaluate>" /> 
	  MSPBlock[ {$$fun, $$x1},
	    MSPShow[ Plot[$$fun, {x,0,$$x1}]]]
	<input type="submit" name="btnSubmit" value="Evaluate"> 
  This example shows how to do plotting with webMathematica.

It takes only a short script to set up a complete dynamic webpage.

Link for Excel provides two-way communication between Mathematica and Excel.

Link for Labview lets you define Mathematica virtual instruments.

Mathematica's symbolic architecture allows direct integration with XML and XML-aware applications.

This generates XML for a simple Mathematica expression.

Mathematica provides new ways to manipulate XML in symbolic form.

SymbolicXML gives a uniform way to represent XML of any kind as a Mathematica expression.