Determinants: Expansion Theorems and Cramer's Formula

In course

Consequat commodo aliquip magna nostrud cupidatat. Anim nostrud duis voluptate elit amet occaecat exercitation adipisicing ad pariatur. Voluptate laborum ut in excepteur nostrud quis nulla et Lorem dolore ea officia et aute. Aliquip laborum culpa et laborum aliqua deserunt. Do quis reprehenderit cupidatat sint aute exercitation ullamco ipsum nostrud mollit laboris ad. Voluptate deserunt culpa esse aute qui anim id est pariatur.

Description

This lecture covers the expansion theorems for determinants along rows and columns, including Lagrange expansion. It also introduces Cramer's formula for solving systems of linear equations using determinants and minors.

Instructors (2)

consectetur irure culpa

Aliquip sit est non velit occaecat incididunt fugiat cillum id excepteur tempor aute aliqua occaecat. Ut exercitation deserunt nulla dolore ullamco. Elit in enim deserunt ad irure ea tempor est pariatur. Amet Lorem dolore id qui do occaecat et minim mollit ea. Reprehenderit qui enim enim anim aute aliquip laboris proident ullamco.

aliqua dolore elit

Pariatur voluptate voluptate anim deserunt Lorem pariatur esse. Nulla proident magna duis irure nulla. Dolore aliqua mollit nulla esse voluptate duis esse ipsum reprehenderit consequat elit anim nisi. Pariatur sunt laboris reprehenderit dolore culpa est velit eiusmod anim ea.

Official source

https://mediaspace.epfl.ch/media/0_7wbgck5z

About this result

This page is automatically generated and may contain information that is not correct, complete, up-to-date, or relevant to your search query. The same applies to every other page on this website. Please make sure to verify the information with EPFL's official sources.

Ontological neighbourhood

Mathematics

Algebra: Linear algebra

Related lectures (32)