There are many applications for the Laplace transform, including transforming types of differential equations. This comes up often in electronics where you have time-varying components like ...

This project explores and implements a wide range of classical and advanced techniques in the field of numerical analysis and differential equations ... root-finding algorithms, and Laplace transform ...

Computer simulations help materials scientists and biochemists study the motion of macromolecules, advancing the development ...

Abstract: In this paper we use an approximation sequence defined by the Widder Laplace transform inversion formula to provide a practical method for inverting the Laplace transform. The approximation ...

This book is an introduction to partial differential equations (PDEs) and the relevant functional analysis tools which they require. It is based on a course which has been taught at Michigan State ...

This book is devoted to impulsive differential equations with a small parameter. It consists of three chapters. Chapter One serves as an introduction. In Chapter Two, regularly perturbed impulsive ...

Abstract: Electrical models of linear partial differential equations may serve several practical purposes: 1. If the networks are physically constructed, they actually may solve the equations within ...

tax cannot be levied at a differential rate. The bench observed that Article-V applies only to those goods which come from outside India or leave Indian territories and would not apply to those ...

A rigorous analysis of the system’s response is performed. The constitutive nonlinear equation of the system is derived using the energy method and Hamilton’s principle. An analytical solution to the ...