 Site Statistics  |   Contact  |   About Us       Saturday, January 18, 2020

OVERVIEW
Boundary Value Solutions We have shown the creation and implementation of ordinary differential equations algorithms of orders higher than one, provided that the required number of initial conditions are available. See "Higher-Order Differential Equations". However, problems originating in engineering often require the solutions of differential equations in which the data to be satisfied are located at two different values of the independent variable x. These are called the boundary conditions. There are various techniques for the solution of boundary problems and we will show methods using finite differences. These methods approximate the differential equation by finite differences at evenly spaced mesh points. Please select from the menu  →         FINITE BOUNDARY VALUE SOLUTIONS   (press to select)

 You are viewing this tab ↓   Math, Analysis & More,
established expertise..."

EIGENVALUE SOLUTIONS...
Eigen Inverse Iteration
Rayleigh-Quotient Method

INTERPOLATION APPLICATIONS...
Cubic Spline Method
Newton Divided Difference

 Applied Mathematical Algorithms Complex Functions A complex number z = x + iy, where... Complex Functions Non-Linear Systems Non-linear system methods... Non Linear Systems Differentiation Construction of differentiation... Differentiation Integration Consider the function where... Integration