We construct an improved version of nonrelativistic QCD for use in lattice simulations of heavy-quark physics, with the goal of reducing systematic errors from all sources to ...

The relatively young Monte Carlo method has been finding its way into more and more undergraduate courses in recent years. While the Monte Carlo method provides a relatively ...

Linear differential systems with isolated singular points may be solved in the vicinity of the singularity in terms of an asymptotic power series expansion of the solution. ...

As computer power has increased, so has the capability of software developers to write programs that assist people with time-consuming tasks. Mathematica is such a program. ...

In this paper we show the implementation in Mathematica of a new method that allows one to stabilize chaotic systems by applying proportional pulses in the system variable ...

The paper presents an efficient approach to the analysis of asynchronous starting of synchronous motors, based on the utilization of the programme package Mathematica. The ...

The various non-linear transformations incurred by the rays in an optical system can be modelled by matrix products up to any desired order of approximation. Mathematica ...

Functionally graded and segmented thermoelements have been considered for long, aiming at improving the performance of thermogenerators (TEG) which are exposed to a large ...

A general method for approximate solution of one-dimensional Schrödinger equations with a wide range of square-integrable potentials is described. The potential is expanded ...

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 ...