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Contexts and Packages   (Mathematica Tutorial)
A typical package written in Mathematica introduces several new symbols intended for use outside the package. These symbols may correspond for example to new functions or new ...
Controlling the Precision of Results   (Mathematica Tutorial)
In doing numerical operations like NDSolve and NMinimize, Mathematica by default uses machine numbers. But by setting the option WorkingPrecision->n you can tell it to use ...
Counting and Isolating Polynomial Roots   (Mathematica Tutorial)
Counting roots of polynomials. CountRoots accepts polynomials with Gaussian rational coefficients. The root count includes multiplicities. This gives the number of real roots ...
Defining Output Formats   (Mathematica Tutorial)
Just as Mathematica allows you to define how expressions should be evaluated, so also it allows you to define how expressions should be formatted for output. The basic idea ...
Digits in Numbers   (Mathematica Tutorial)
Converting between numbers and lists or strings of digits. Here is the list of base 16 digits for an integer. This gives a list of digits, together with the number of digits ...
Entering Greek Letters   (Mathematica Tutorial)
Ways to enter Greek letters in a notebook. Here is a palette for entering common Greek letters. You can use Greek letters just like the ordinary letters that you type on your ...
Exporting Graphics and Sounds   (Mathematica Tutorial)
Mathematica allows you to export graphics and sounds in a wide variety of formats. If you use the notebook front end for Mathematica, then you can typically just copy and ...
Finding elements that match a pattern. This gives the elements of the list which match the pattern x^_. Here is the total number of elements which match the pattern.
Finding Limits   (Mathematica Tutorial)
In doing many kinds of calculations, you need to evaluate expressions when variables take on particular values. In many cases, you can do this simply by applying ...
Finding the Structure of a Polynomial   (Mathematica Tutorial)
Finding the structure of polynomials written in expanded form. Here is a polynomial in two variables. This is the polynomial in expanded form.
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