The NDSolve command in Mathematica has a framework for solving evolution equations using the numerical method of lines. In this presentation, the developer of the framework ...

The Mathematica function DSolve finds symbolic solutions to differential equations. (The Mathematica function NDSolve, on the other hand, is a general numerical differential ...

The notebook provides the solutions to two heat conduction problems where the thermal conductivity varies with temperature. The author starts by using the shooting technique ...

A typical sudoku puzzle is 9×9 grid, divided in a square blocks, in which at some positions a number between a and a is filled in. This is an example: We want to fill in the ...

This paper describes the mathematical background of the DSolve and PDSolve1 Mathematica packages for solving nonlinear differential equations symbolically. The scope and ...

This talk looks into NDSolve in some detail. Problems arising from the numerical solution of ordinary differential equations will be explored, including higher order and ...

DSolve has received a substantial upgrade for Mathematica 10. For the first time, symbolic solutions to hybrid differential equations with events and delay differential ...

This elementary tutorial is designed for people who are new to Mathematica. It presents some applications of Plot, ListPlot, Solve and Map, and illustrates techniques for ...

An example of Bucky Numbers (fields isomorphic to the cyclotomic fields) and the Synergetics Coordinate System used to solve a problem normally solved by the LinearSolve ...

Sudoku is a popular number puzzle. A 9 by 9 grid is presented, containing some pre- defined numbers. The task is to fill in the grid so that every row, every column, and ...