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 ...

Well-known mathematical models related to blending problem are extended and adjusted to the specific blending problem in copper production. Certain constraints are deduced ...

The R-matrix method, introduced by Wigner and Eisenbud (1947) [1], has been applied to a broad range of electron transport problems in nanoscale quantum devices. With the ...

In this work we study the Runge–Kutta–Nyström (RKN) type methods for the solution of a special third order initial value problems. Based on rooted trees the relative ...

In this note we report on the new version of FeynCalc, a Mathematica package for symbolic semiautomatic evaluation of Feynman diagrams and algebraic expressions in quantum ...

We describe applications of a MATHEMATICA-based package for the study of Lie algebras and their cohomology such as (1) the possibility to write Supergravity Equations for any ...

Abstract Data mining problems in business and industry are mostly concerned with prediction on large datasets. Here we first present data mining methods in Mathematica for ...

This workshop will give you a hands-on tutorial for creating your own advanced typeset structures in Mathematica. You will be exposed to, evaluate, and experiment with—in a ...

These notebooks demonstrate the functionality of the third-party application package MathCode C++, developed by MathCore. MathCode C++ compiles a subset of Mathematica into ...

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 ...