Many modern physics problems can be reduced to carrying out calculations, both numerical and symbolical ones. Over the last 16 years, Mathematica has acquired a large body ...

Several projects in computational biology at the Scientific Inference Systems Laboratory at the University of California, Irvine depend heavily on the use of computer algebra ...

In the present paper, we show a new approach, based on the utilization of Mathematica, to solve liquid-liquid extraction problems. Since liquid-liquid equilibrium data are ...

The geometry application Geometrica can be coupled to scientific programs to produce in an integrated way diagrams that are hard to obtain with any other method. The example ...

Abstract Intervals have been considered by mathematicians for a while, in the study of numerical functions and numerical analysis, But only in the 1960s Moore had the Idea ...

This non-traditional introduction to the mathematics of scientific computation describes the principles behind the major methods, from statistics, applied mathematics, ...

In this paper, we consider linear two-point boundary value problems with constant coefficients.Weintroduce a relatively new algorithm as well as a symbolic implementation of ...

The problem analyzed is of the crack kinking away from the interface between the two different anisotropic materials. The attention is concentrated on the initiation of the ...

Ordinary differential equation models in biology often contain a large number of parameters that must be determined from measurements by parameter estimation. For a parameter ...

I learned how to program in 1970. In 2010, I decided to celebrate the occasion by rewriting the program I used to learn programming for Mathematica. That program was ...