This book is the final version of a course on algorithmic information theory and the epistemology of mathematics and physics. It discusses Einstein and Godel's views on the ...

Mathematica 3.0 is used for calculating the eigenvalues, partition function and level density of the hindered rotor by solving the appropriate Mathieu equation. An ...

We consider computational and implementation issues for the completion of monomial sets to involution using different involutive divisions. Every one of these divisions ...

An algorithm for the synthesis of immittances is briefly described. Given a driving point immittance function and specifying the number of nodes, the algorithm will generate ...

The graphing and computational capabilities of Mathematica provide a quick and visual route to evaluating various characteristics of pseudo-random number generators. This ...

An infinite number of exact bound state slutions and corresponding energy eigenvalues of the one-dimensional Schrödinger equation with symmetric screened Coulomb potential ...

Stochastic simulation is applied to analyse wealth probability distribution of a bank. Existing commercial risk management models use analytic methods while stochastic ...

A procedure for the calculation of the acoustic reflection coefficient at the liquid/solid interface is proposed which is suitable for easy implementation with Mathematica. ...

The Mathematica front end is a MathLink application, inside and out. With every menu selection and keystroke, the front end performs some MathLink operation. This column will ...

We illustrate how Mathematica can be used to generate graphical representations of atomic crystal structures. These include crystal structures which are periodic in all three ...