This paper concentrates on iterative methods for obtaining the multiple roots of nonlinear equations. Using the computer algebra system Mathematica, we construct an iterative ...

From simple calculations to full publishable documents and sophisticated dynamic interfaces, everything you can do with Mathematica's standard interactive interface is done ...

In any high-quality viscoplastic calculation, the objectivity related to shape and constitutive parameter indifference is desirable, especially when a continuous deformation ...

The theoretical description of molecular dynamics proceeds from the specification of an appropriate Born–Oppenheimer potential energy surface (PES) or surfaces. For many ...

In this presentation a new robust technique employing expectation maximization to separate iteratively, outliers (corrupted data points) from inliers (true data points) ...

We consider radial solutions of equations with the p-Laplace operator in Rn. We introduce a change of variables, which in effect removes the singularity at r = 0. While ...

In this paper, we study a class of optimal control problems inspired by the hydroelectric context. These problems model a continuous production process with several ...

Applying Lyapunov’s approach to the investigation of the stability of the motion according to first order approximation equations, the regions are singled out in the space ...

With the aid of theWolfram Mathematica software, the powerful sine-Gordon expansion method is used in constructing some new solutions to the two well-known nonlinear models, ...

Mathematica projects can improve students' understanding of mathematical concepts and enrich their mathematical experience. At the same time, such projects can serve to teach ...