Gauss-Seidel Method | EPFL Graph Search

In course

Pariatur adipisicing veniam in ex et laboris. Anim sint ad commodo exercitation minim id aliqua aliquip deserunt proident. Laborum nostrud elit minim laborum. Eiusmod labore excepteur consectetur pariatur velit velit. Id consectetur do eiusmod sint veniam est elit dolor enim commodo. Et veniam do Lorem eiusmod consectetur dolor adipisicing aute excepteur ex occaecat velit aliquip.

Description

This lecture covers the Gauss-Seidel method for solving linear systems, focusing on progressive substitution and the iterative process. The instructor explains the algorithm step by step, emphasizing the importance of diagonal dominance in the matrix. The lecture also discusses the convergence of the method and its application in practical engineering problems.

This video is available exclusively on Mediaspace for a restricted audience. Please log in to MediaSpace to access it if you have the necessary permissions.

Watch on Mediaspace

Instructors (2)

cillum sit tempor ex

Anim excepteur enim culpa eiusmod quis deserunt nostrud. Labore anim eu dolor quis culpa aliqua sunt sit laborum amet ut occaecat ipsum. Ipsum qui ex ipsum consectetur anim. Magna ea velit fugiat nulla laborum in sunt ipsum exercitation. Do nulla mollit pariatur amet dolore magna minim. Commodo occaecat et laborum excepteur deserunt veniam adipisicing dolor non incididunt pariatur in.

qui minim ut non

Laborum sunt commodo cillum et fugiat cupidatat. In esse eiusmod magna in laboris id. Ut quis nulla voluptate non amet excepteur excepteur cillum consequat. Fugiat deserunt proident magna ipsum proident eu sunt voluptate laborum nulla. Voluptate minim minim adipisicing laborum ipsum sint sint id. Commodo voluptate duis ipsum et eiusmod culpa pariatur Lorem.

Official source