We describe a Mathematica package for dealing with q-holonomic sequences and power series. The package is intended as a q-analogue of the Maple package gfun and the ...

In many intervention analysis applications time series data may be expensive or otherwise diffcult to collect. In this case the power function is helpful since it can be used ...

An analytical method to estimate the scattering of RF power into multiple modes inside a nonuniform waveguide using perturbation techniques is presented. This method is quite ...

Formal Laurent-Puiseux series are important in many branches of mathematics. This paper presents SpecialFunctions.m (PowerSeries.m for Mathematica version 2.2), a Mathematica ...

Traditional algorithms for computing either the Banzhaf or the Shapley-Shubik power index of a voter in a n-voter weighted voting system are based on some type of search ...

Miller's Formula is an efficient algorithm for computing general powers of power series. This algorithm is generalized to multivariate power series with arbitrary ...

We show how high-precision values of the coefficients of power series expansions of functions related to Riemann's Zeta function may be calculated. We also show how the ...

In this paper, we introduce the Banzhaf power indices for simple games on convex geometries. We define the concept of swing for these structures, obtaining convex swings. The ...

Symbolic analysis methods for averaged modeling power converters are discussed in this paper. A general averaging method suitable for computer-aided analysis is duscussed ...

Symbolic analysis methods for averaged modeling of switching power converters are presented in this paper. A general averaging method suitable for computer-aided modeling is ...