An approach to inverse finite-element-analysis has been demonstrated using the symbolic computation language Mathematica. The forward calculation of two-dimensional finite ...

Hansen discusses Schroedinger.m, which enables users of Mathematica to define a potential and determine bound-state energy eigenvalues for a one-dimensional Hamiltonian.

The finite element method (FEM) is used extensively in science and engineering. The relative ease of establishing the governing equations for analysis of continuum and ...

Since the days of Fermat, it has been an ongoing challenge to find simple-appearing equations with large solutions. The equation in the title seems simple enough, but the ...

Aj napriek dobrým schopnostiam príkazu DSolve[], principiálne len veľmi málo diferenciálnych rovníc má analytické riešnie. Ak príkaz DSolve[]nemôže ...

Use of computer technology for problem solving and doing mathematical analysis in Mathematica is an important component of present day education, as it helps attain deeper ...

Using C-code communicating with Mathematica via Mathlink, this package solves the undamped pendulum in a Hamiltonian formulation using a variety of Runge-Kutta algorithms ...

The theory of Gröbner bases is the basis of Mathematica's Solve and related functions. This article gives an introduction to the theory via three applications: solving ...

The DICE 2007 climate model equations include extreme transcendental equations that re functions of exponentials of exponentials and conditional logic. NDSolve's in-built ...

The Numerical Computation Workshop will give participantsa chance to experiment with using the extensive numericalcomputation features of Mathematica to experiment with ...