I will begin by giving an overview of DSolve from the perspective of a typical user. Next, there will be a description of factorization methods for higher-order ordinary ...

The LinearProgramming function in Mathematica is unique in its ability to solve linear optimization problems of integer/rational coefficients and to give rational solutions. ...

In the upcoming version of Mathematica, many functions formerly available through add-on packages have been redesigned, extended, often re-implemented, and are included in ...

In the present notebook, the author has found a new way to solve split boundary value problems using the shooting technique. The new approach is based on NDSolve`StateData ...

This talk will give a survey of Mathematica functions related to solving algebraic equations and inequalities. It will also discuss the choice of the most appropriate solvers ...

This program was programmed for solving integral equation (Fredholm 2nd type). In this program, finite interval is considered. I'm going to work out integraleqnsolver for ...

Knapsack problems and variants thereof arise in several different fields from operations research to cryptography to really, really serious problems for hard-core puzzle ...

Solving inequalities is a very important topic in computational algebra. In fact, the most important computer algebra systems include sophisticated tools for solving ...

Composition and splitting are useful techniques for constructing special purpose integration methods for numerically solving many types of differential equations. In this ...

A Mathematica package for solving functional equations of the form is presented. The use of the package is illustrated with two applications, to conditional specification of ...