About this document
Naive Gauss Elimination Overview by Boo Cori is a document available to read on EtoBox.
Gaussian elimination is a method to solve simultaneous linear equations of the form [A][X]=[B]. It consists of two steps: 1) Forward elimination transforms the coefficient matrix [A] into upper triangular form through elementary row operations. 2) Back substitution then solves for each unknown starting from the last equation. An example applies Gaussian elimination to find the velocity at t=6 seconds given velocity-time data that is approximated by a polynomial. Forward elimination transforms the coefficie
- Author
- Boo Cori
- Language
- EN