Using the principle of symmetric criticality [Palais 1979], we construct torus knots and links that extremize the Möbius-invariant energy introduced by O'Hara [1991] and ...

We describe a set of procedures that automate many algebraic calculations common in statistical asymptotic theory. The procedures are very general and serve to unify the ...

This paper presents a novel and systematic procedure to analyze planar microstrip antennas with anisotropic substrates. Working in the Fourier domain and using the symbolic ...

We present an automated generation of the subtraction terms for next-to-leading order QCD calculations in the Catani–Seymour dipole formalism. For a given scattering ...

A finite difference method has been developed from scratch using Mathematica. Here, this method is compared to both a commercial software package and a theoretical ...

This hands-on workshop will give an introduction to many of the symbolic computation capabilities built into Mathematica, including algebraic and differential equation ...

This book presents new research on the mathematical description of tsunamis and hurricanes. The description includes dissipative terms and does not contain singularities or ...

The versatility of using rational functions as approximants is shown to facilitate the residue-approximation method for calculating mean extinctions in a wide range of ...

Tensors in Physics is a two-in-one Mathematica application package containing: A user's guide and a brief refresher course in differential geometry that also aims to clarify ...

A simple Mathematica (version 7) code for computing S-state energies and wave functions of two-electron (helium-like) ions is presented. The elegant technique derived from ...