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Introduction to Systems of ODEs   (Mathematica Tutorial)
Systems of ODEs are important in various fields of science, such as the study of electricity and population biology. Like single ODEs, systems of ODEs can classified as ...
Linear First-Order Equations   (Mathematica Tutorial)
The following is a linear first-order ODE because both y[x] and y^ ′[x] occur in it with power 1 and y^′[x] is the highest derivative. Note that the solution contains the ...
Euler and Legendre Equations   (Mathematica Tutorial)
An Euler equation has the general form Euler equations can be solved by transforming them to equations with constant coefficients. This is an example of an Euler equation.
Generating and Importing TeX   (Mathematica Tutorial)
Mathematica notebooks provide a sophisticated environment for creating technical documents. But particularly if you want to merge your work with existing material in TeX, you ...
Global Options for the Front End   (Mathematica Tutorial)
In the standard notebook front end, Mathematica allows you to set a large number of global options. The values of all these options are by default saved in a "preferences ...
Launching Mathematica on Windows   (Mathematica Tutorial)
To run Mathematica using a network license, both the client machine and the license server must be on the network, and MathLM must be running. If you do not have a MathLM ...
Manipulating Integrals in Symbolic Form   (Mathematica Tutorial)
When Mathematica cannot give you an explicit result for an integral, it leaves the integral in a symbolic form. It is often useful to manipulate this symbolic form. ...
MathLink Developer Guide - Mac OS X   (Mathematica Overview)
Supported Development Platforms Installing the MathLink Components Building MathLink Programs
Ordering in Lists   (Mathematica Tutorial)
Ordering in lists. Here is a list of numbers. This gives the elements of t in sorted order.
Pattern Sequences   (Mathematica Tutorial)
In some cases you may need to specify pattern sequences that are more intricate than things like x__ or x..; for such situations you can use PatternSequence[p_1,p_2,…]. ...
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