We propose a method for solving differential equations implicitly using iterative calculations in spreadsheet software. This method uses difference equations by discretizing the coordinates of the independent variables with cells of spreadsheet for analysis. Thus, the equations are embedded in the cells performing substitution of grid point. In addition, the embedded equations are solved by Newton’s method, and the iterative function of the spreadsheet software is used in the calculation. This method can be applied even when the differential equation is discretized by an implicit solution method. Therefore, it can be applied to ordinary and partial differential equations of different types. The advantages of discretization using the implici...
This paper describes the use of spreadsheet programs for the numerical solution of hyperbolic partia...
This paper presents and explains finite difference methods for pricing options and shows how these m...
We devise a simple yet highly effective technique for solving general optimal control problems in Ex...
This project is serving as a learning text to numerical methods of solving partial differential equa...
This paper presents a unique solver for nonlinear initial-boundary value partial differential equati...
Solving systems of ordinary differential equations (ODEs) by using the fourth-order Runge-Kutta (RK4...
The spreadsheet program developed by this project serves as a learning tool for solving various type...
This paper presents and explains finite difference methods for pricing options and shows how these m...
We present a systematic spreadsheet method for modeling and optimizing general partial differential ...
AbstractMotivated by the previous literature works of spreadsheet solutions of ordinary differential...
This paper describes the use of spreadsheet programs for the numerical solution of hyperbolic partia...
29 p.This report describes several spreadsheet programs successfully developed by using the popular ...
This paper explores the use of the software package, Matlab and Excel in the implementation of the f...
Abstract The use of spreadsheet programs in teaching the numerical aspects of computational fluid dy...
This paper describes the use of spreadsheet programs for the numerical solution of hyperbolic partia...
This paper describes the use of spreadsheet programs for the numerical solution of hyperbolic partia...
This paper presents and explains finite difference methods for pricing options and shows how these m...
We devise a simple yet highly effective technique for solving general optimal control problems in Ex...
This project is serving as a learning text to numerical methods of solving partial differential equa...
This paper presents a unique solver for nonlinear initial-boundary value partial differential equati...
Solving systems of ordinary differential equations (ODEs) by using the fourth-order Runge-Kutta (RK4...
The spreadsheet program developed by this project serves as a learning tool for solving various type...
This paper presents and explains finite difference methods for pricing options and shows how these m...
We present a systematic spreadsheet method for modeling and optimizing general partial differential ...
AbstractMotivated by the previous literature works of spreadsheet solutions of ordinary differential...
This paper describes the use of spreadsheet programs for the numerical solution of hyperbolic partia...
29 p.This report describes several spreadsheet programs successfully developed by using the popular ...
This paper explores the use of the software package, Matlab and Excel in the implementation of the f...
Abstract The use of spreadsheet programs in teaching the numerical aspects of computational fluid dy...
This paper describes the use of spreadsheet programs for the numerical solution of hyperbolic partia...
This paper describes the use of spreadsheet programs for the numerical solution of hyperbolic partia...
This paper presents and explains finite difference methods for pricing options and shows how these m...
We devise a simple yet highly effective technique for solving general optimal control problems in Ex...