The purpose of this program is to derive the determining equations for Lie-point symmetries. The determining equations are derived in a form simplified as far as possible. ...

"Infinite-dimensional" traits are characters like growth trajectories and reaction norms in which each individual is represented by a function rather than a single number. ...

Theoretical Evolutionary Ecology (Sinauer, 1994) is a graduate/senior undergraduate level text about models in evolutionary biology. Topics covered include population ...

A simple hierarchical data structure (tree) and associated set of algorithms (written in Mathematica) have been developed that permit the direct manipulation of the topology ...

We present an analytical approach, based on computer algebra using Mathematica, to solve for the time-dependent responses of the earth's surface to the melting of the last ...

Transmission spectra have been calculated for the dual-periodic multilayers, by means of the transfer matrix method using a model of a sequential square-well type variation ...

This book is intended for use as a supplemental tool for courses in advanced microeconomics and mathematical economics. Cogent applications of the mathematics required to ...

This paper presents te boundary element solution for the transport problem in the tight-binding electron systems in the presence of uniform magnetic fields. The Green ...

The Mathematica computer algebra system (CAS) is an attractive medium for teaching mathematics. New features in Mathematica 3.0 include editable typeset mathematical ...

The one-dimensional nonlinear Schrödinger (NLS) equation with a random potential function is used to model pulses in very long low dispersion optical fiber with random ...