Numerical Integrals and Differential Equations

This book is designed as an advanced guide for numerical methods in the science. It covers many topics of practical numerical methods applied in the science: polynomial interpolation, Lagrange Interpolation, polynomial interpolation of Newton, interpolation with equidistant spaces, numerical derivatives, finite differential discretization of the derivative, numerical integrations: trapeze method, Simpson 1/3, Simpson 3/8, differential equations: Euler, Runge-Kutta, differential equations with boundary values, etc. It is included the deduction of many formulas in order to clear the concepts of the numerical methods applied in Science. It is hoped that this book fills all needs of the students to get the fundaments of the numerical methods and to achieve the interest and motivation of the students for this topic.

Autorentext

Giovanni Alcocer, Electronic Engineer, Master in Physics and Master in Science with specialization in Astrophysics. He earned his Master in Astrophysics at the Siegen University of Germany. Professor of Physics, Calculus, Mathematics, Statistics and Sciences in general. He is an excellent scientific researcher withvarious success research project.