String theory is currently the most promising theory to explain the spectrum of the elementary particles and their interactions. One of the most important features is its ...

Fluidlike models have long been used to develop qualitative understanding of the drift-wave class of instabilities (such as the ion temperature gradient mode and various ...

The dynamics of semistiff polymers in solution is a subject that has attracted great interest over the past two decades but has made only slow progress due to the difficulty ...

In this thesis we calculate the NLO one-loop virtual contributions to the QCD DGLAP splitting functions in a form suitable for Monte Carlo simulations. We use the standard ...

Buttons provide a means of creating highly interactive notebooks; however, writing your own buttons to perform nonstandard tasks can be frustrating. This talk will discuss ...

This Mathematica notebook gives a collection of formulas/procedures for map projections and geodetic functions that I have used and studied. The formulas are defined and ...

The Galois Field package is an implementation of finite fields in Mathematica. The package uses the same operations as Mathematica itself (i.e., +,-,*,/ ,^): this requires ...

An updated version of the popular tutorial and reference suitable for all beginning Mathematica users. Teaches the basics of Version 4 of Mathematica, including its new high ...

A finite difference method and Gauss method of numerical integration are used to approximate the integro-differential system of an equation with the global error z(h)=O(h/sup ...

McKone has recently proposed an innovative two-layer model for dermal uptake of organic chemicals from a soil matrix that explicitly includes variables for properties of the ...