A new stochastic discrete space-time model is proposed to simulate a biased diffusive system of two species in two dimensions. A very simple rule set which prohibits the ...

The flow of an incompressible fluid past a cylinder is one of the first mathematical models that a student of fluid dynamics encounters. This flow is an excellent vehicle for ...

In the present work we will present two sets of notebooks developed in Mathematica: a first one to analyze and classify local dynamics of second-order parametrized nonlinear ...

This book revisits many of the problems encountered in introductory quantum mechanics, focusing on computer implementations for finding and visualizing analytical and ...

This package shows how to calculate various thermodynamic properties of a protein-ligand binding reaction like hemoglobin plus oxygen. Different sets of independent intensive ...

This notebook solves Creeping Flow (flows with no inertia) of a stationary sphere on which a uniform flow is impinging. (This is the same problem as a single sphere falling ...

In this paper, we propose an efficient recursive computation of the nonlinear computed torque law of flexible manipulators. The algorithm is based on the generalized ...

A new instructional paradigm, using a specially designed instructional toolset derived from the Mathematica programming language, is described. The toolset helps motivate ...

The lectures cover basic mathematical models used in ecology and evolutionary biology. Topics include models of population growth, species interactions, demography, natural ...

The present paper describes the arc-length continuation method; a mathematical technique that can solve a wide variety of chemical engineering problems. Several case studies ...