The Gauss elimination method consists of: ▪ creating the augmented matrix [A|b] ▪ applying EROs to this augmented matrix to get an upper triangular form (this is called forward elimination) ▪ back substitution to solve For example, for a 2× 2 system, the augmented matrix would be:...
This chapter is about Gaussian Elimination which is a method for solving systems of linear equations. Such systems are often encountered when dealing with real problems, such as this computer vision problem: Given a number of images of an object, calculate a 3D model of the object. ...
I was trying to compare this method with a Gauss elimination code." My response is not all linear systems are solvable using Gauss-Seidel. Diagonal dominace is useful in this respect. The typical limit is that the spectral radius must be no greater than...