This paper introduces a novel approach for designing an analog circuit under simultaneous consideration of DC and AC design specifications. Such specifications are restricted ...

The Brigham Young University math department has had an unusual opportunity to compare three calculus programs. Thanks to NSF grants, we have been able to teach traditional ...

The interval version of the bisection method is a powerful and relatively recently discovered way of finding several roots of a nonlinear equation. In this note we shall ...

The results of filter design obtained by solving non-linear coefficient derived polynomial equations is reported. Taking Butterworth filters as an example, and working with ...

Writing in the Bulletin of the American Mathematical Society, William Thurston said: "Mathematicians have developed habits of communication that are often dysfunctional." Our ...

In this paper we design an algorithm using operational calculus methods and Mathematica functional programming operators. The purpose of the algorithm is the computation of ...

The locations of optimal stress points in Lagrangian and serendipity elements are determined by using the symbolic mathematical tool Mathematica. It is found that, for the ...

A symbolic procedure for deriving various finite difference approximations for the three-dimensional Poisson equation is described. Based on the software package Mathematica, ...

We present a Mathematica program which implements tensor calculus using index notation. Common operations, such as contractions, lowering and raising of indices, ...

Virtually every RF circuit or system design incorporates semiconductor devices such as mixers, diodes, switches, and amplifiers. To some extent, all of these devices exhibit ...