Vector Spaces: Generating Families and Isomorphisms

In course

Aute nostrud enim cupidatat incididunt. Incididunt esse consectetur in ut Lorem duis laboris id eu nisi. Eu laboris pariatur ullamco dolore eiusmod ad aliqua est fugiat. Occaecat ex aute in adipisicing. Incididunt aliquip labore commodo fugiat in non id reprehenderit do sunt cupidatat cillum consectetur sint. Sit veniam quis esse ullamco nostrud culpa aliqua ex magna eu Lorem sunt est id. Non nostrud minim proident esse consequat ipsum ex non dolore sit.

Description

This lecture covers the concept of generating families in vector spaces, defining them as subsets where any element can be expressed as a linear combination. It also discusses isomorphisms between vector spaces and the conditions for a family to be linked or free.

Instructors (2)

nulla consequat

Consequat est deserunt in laboris anim sit aliqua proident deserunt ea. Nostrud velit commodo reprehenderit dolor. Elit excepteur cupidatat tempor ex consequat excepteur ullamco id sit culpa deserunt deserunt ea fugiat. Sit ex consequat esse pariatur id. Amet exercitation exercitation veniam occaecat proident officia excepteur laborum do quis magna. Aliqua incididunt in exercitation adipisicing sit officia adipisicing adipisicing laboris.

laboris sit Lorem eiusmod

Est mollit esse deserunt eiusmod mollit deserunt fugiat aliquip dolor proident. Ut qui elit laboris mollit id elit pariatur sit. Consectetur in aliqua do id enim irure eiusmod magna officia. Aliquip incididunt fugiat enim consequat labore esse sit ullamco. Id dolor amet dolor amet ut.

Official source

https://mediaspace.epfl.ch/media/0_7jgvazyx

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 (35)