A derivation of the equations of deformations and the static equations of stresses of the non-linear theory of elasticity of an elastic body is described. This paper includes ...

The functions we present here implement the classical method of Lagrange multipliers for solving constrained optimization problems. The moat problem that we employ to ...

Hands-on book describing how economists can use Mathematica in their research and teaching. Divided into three sections on economic theory, financial economics, and ...

Methods for finding the solution of second order differential equations are available with most computer algebra systems (CAS's). Unless the mathematical theory is ...

Algorithms will be presented for the Tanh and Sech methods that lead to closed-form solutions of nonlinear ordinary and partial differential equations (ODEs and PDEs). New ...

Systematic methods of the solution of linear Diophantine systems of equations and their application in decomposing complex chemical reactions are presented. The ...

The present notebook shows how one can solve a system of nonlinear algebraic equations using NDSolve. The solution to the algebraic equations is indeed the steady state ...

One of the most notable features of the Mathematica programming language is its ability to facilitate various programming paradigms. Nevertheless, and despite the recent ...

This lab manual is designed as a companion text for David W. Cohen and James M. Henle's textbook, Calculus: The Language of Change. It provides numerous labs, projects, and ...

Shows how to use Mathematica to solve a wide range of problems in electrical engineering. Presents an overview of electrical engineering problems and solution methods, also ...