In this article I introduce some commands and methods to solve some problems in calculus, like finding function domain and some analysis of functions algebraically, using ...

The need for combining and making various constraint solvers cooperate is widely recognized. Such an integrated system would allow solving problems that cannot be solved by a ...

We use two methods: (1) ZTransform and its inverse (2) the command RSolve to solve a second order linear difference equation and a system of coupled first order linear ...

In the following three examples, Mathematica can be used to solve combinatorical puzzles.

Mathematica 5 contains new functionality that allows users to solve, possibly quantified, systems of equations and inequalities with domain restrictions on the variables. The ...

We consider the problem of heat transfer in plug flow heat exchanger. This problem is similar to the Graetz problem where the velocity profile is laminar. Axial conduction is ...

This is the only book written by a geologist specifically to show geologists and geoscientists how to use Mathematica to formulate and solve problems. It spans a broad range ...

Various Matrix functions improved significantly in Mathematica 5.0. This slideshow presentation shows the improvements in Dot[], LinearSolve[], Eigenvalues[], ...

This notebook explains how to use NDSolve in a Do loop. It also points out a way to save your results for use in another application.

The world's oldest puzzle has been solved. 2200 years ago, Archimedes invented a puzzle variously called the Loculus, the Stomachion, the Ostomachion, the Syntemachion, or ...