This book aims to present the workflow used in early versions of MATHEMATICA for Microsoft Windows environments and other operating systems, focusing especially on ...

Mathematica has the world's broadest and deepest integrated web of polynomial algorithms. Carefully tuned strategies automatically select optimal algorithms, allowing ...

In this contribution we illustrate different methods available for solving Global Positionig System N-points problem using built-in functions of Computer Algebra Systems ...

Linear algebra is relatively easy for students during the early stages of the course, when the material is presented in a familiar, concrete setting. But when abstract ...

In 1799 Carl Friedrich Gauss gave a proof of the Fundamental Theorem of Algebra using an implied decomposition theorem for real algebraic plane curves. This decomposition was ...

This talk will give a survey of Mathematica functions related to solving algebraic equations and inequalities. It will also discuss the choice of the most appropriate solvers ...

We utilize techniques from a linear algebraic approach to queueing theory to develop a comprehensive set of symbolic reliability formulas, starting from the matrix ...

Mathematica and other software packages provide programs that carry out sophisticated mathematical operations. Applying the ideas introduced in Computer Algebra and ...

A smooth and bounded interpolant can be constructed in explicit algebraic form within any polygon, convex or concave. The resulting function is not unique and accordingly can ...

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