A detailed study of least squared lines reveals that there are several cases to consider. There are three "close fitting lines", they minimize of the sum of the squares of ...

Several neural networks were developed in the Mathematica programming environment in order to test the results of Kim and Myung (1995), which claimed that the addition of ...

A guide to using Mathematica for physical chemistry which can be used as a complement to any physical chemistry text. Discusses the kinds of problems encountered in each area ...

The author's book and website contains a collection of about 1,000 graphics created them with a Mathematica. The book provides a series of 100 lessons, on how to create the ...

This textbook on mathematical methods of physics is designed for a one-semester graduate or two-semester advanced undergraduate course. Formal methods are supplemented by ...

Designed to supplement most textbooks on ordinary differential equations (ODEs), this book has been updated for Mathematica 6. It focuses on the features of Mathematica that ...

In 1990 Hilger defined the Time Scale Calculus which is the unification of discrete and continuous analysis in his PhD. In 2005 Yantir and Ufuktepe showed delta derivative ...

An effective use of matrices and linear algebra is a key part of many types of computation. This talk will show the different ways that Mathematica can work with matrices and ...

Simon McIntosh-Smith will discuss the importance of accelerator technology in today’s numerically intense computing environment, the types of accelerators available, and ...

In the upcoming version of Mathematica, many functions formerly available through add-on packages have been redesigned, extended, often re-implemented, and are included in ...