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Indefinite Integrals   (Mathematica Tutorial)
The Mathematica function Integrate[f,x] gives you the indefinite integral ∫f dx. You can think of the operation of indefinite integration as being an inverse of ...
Integration   (Mathematica Tutorial)
Here is the integral ∫x^n dx in Mathematica. Here is a slightly more complicated example. Mathematica knows how to do almost any integral that can be done in terms of ...
Manipulating Numerical Data   (Mathematica Tutorial)
When you have numerical data, it is often convenient to find a simple formula that approximates it. For example, you can try to "fit" a line or curve through the points in ...
Multiplying Vectors and Matrices   (Mathematica Tutorial)
Different kinds of vector and matrix multiplication. This multiplies each element of the vector by the scalar k. The "dot" operator gives the scalar product of two vectors.
Advanced Numerical Differential ...   (Mathematica Overview)
Introduction ODE Integration Methods Partial Differential Equations
StiffnessSwitching Method for NDSolve   (Mathematica Tutorial)
The basic idea behind the "StiffnessSwitching" method is to provide an automatic means of switching between a nonstiff and a stiff solver. The "StiffnessTest" and ...
Numerical Root Finding   (Mathematica Tutorial)
NSolve gives you a general way to find numerical approximations to the solutions of polynomial equations. Finding numerical solutions to more general equations, however, can ...
Operations on Power Series   (Mathematica Tutorial)
Mathematica allows you to perform many operations on power series. In all cases, Mathematica gives results only to as many terms as can be justified from the accuracy of your ...
Padé Approximation   (Mathematica Tutorial)
The Padé approximation is a rational function that can be thought of as a generalization of a Taylor polynomial. A rational function is the ratio of polynomials. Because ...
Functions like Factor usually assume that all coefficients in the polynomials they produce must involve only rational numbers. But by setting the option Extension you can ...
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