Several numerical methods, such as the finite element method, reduce applied mechanics and additional engineering problems to systems of linear algebraic equations. It has ...

Chaotic dynamics are an interesting topic in nonlinear science that has been intensively studied during the last three decades due to its wide availability. Motivated by much ...

Abstract Energy continues to be an important topic to consumers, investors, policy makers, and the public at large. High gasoline and natural gas prices, rising electricity ...

Even though you don't know any Mathematica commands, you can create dynamic operation using the Manipulate function on which you have programmed with Mathematica. It consists ...

A recent award from the National Science Foundation was used to establish a computer-integrated classroom to support instruction in selected undergraduate electrical ...

We believe that in the near future every display and TV set will be 3D or 2D-3D switchable. Already on the market there are a lot of different software products that use the ...

This paper deals with the developments of mathematical methods for the discretization of continuous models and the solution of nonlinear problems of interest in applied ...

This book provides a comprehensive overview of the mathematics of computational finance for academics in financial mathematics. Enabled by Mathematica, the approach is ...

Symbolic simulation is a technique, which combines symbolic and numerical solutions of a system of linear or nonlinear algebraic equations. One parameter is left in symbolic ...

Quantitative Feedback Theory (QFT) is a control systems design methodology which can be applied to the design of both scalar and multivariable control systems. This frequency ...