Optimum lens shape can easily be found by an evolutionary algorithm. The algorithm generates new values (children) for the d-i by varying the starting values (parents) ...

In this paper we discuss an inclusion method for solving rectangular (over- and under-determined) dense linear systems where the input data are uncertain and vary within ...

A finite element method for numerical solutions of the systems governed by distributed models of Hopfield-type neural network equations is studied. When time keeps continuous ...

The package evaluates dependability models based on continuous time discrete state Markov chains, i.e. so called state-models, with respect to the availability, reliability, ...

In this paper we present the package S@M (Spinors@Mathematica) which implements the spinor-helicity formalism in Mathematica. The package allows the use of complex-spinor ...

Calculus III is the third and final volume of the three-volume calculus sequence by Tunc Geveci. The series is designed for the usual three-semester calculus sequence that ...

We present the Mathematica application DoFun1 which allows to derive Dyson–Schwinger equations and renormalization group flow equations for n-point functions in a simple ...

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 ...

The size of the pupil has a large effect on visual function, and pupil size depends mainly on the adapting luminance, modulated by other factors. Over the last century, a ...

The general symbolic string patterns in Mathematica allow you to perform powerful string manipulation efficiently. This tutorial collection discusses the details of string ...