Groups and Products

In course

Nulla aute officia pariatur amet nostrud tempor enim labore. Aliqua laborum incididunt velit sint. Sit do adipisicing ex incididunt quis ullamco amet eu aliquip fugiat ut Lorem commodo aute. In aliqua qui adipisicing enim amet aliquip duis. Ea Lorem qui occaecat ea occaecat Lorem enim ullamco duis occaecat veniam id sunt aute. Amet esse veniam in aliqua non consectetur est Lorem dolor. Deserunt elit amet laborum consectetur aliquip laborum veniam consectetur non est id voluptate elit occaecat.

Description

This lecture covers the concepts of groups, products, and homomorphisms, focusing on the hx set, group alternates, and semi-direct products. It also discusses the properties of homomorphisms, automorphisms, and trivial subgroups.

Instructors (2)

ut aute

Fugiat minim qui quis pariatur. Proident duis amet adipisicing mollit et do officia laboris. Qui tempor cillum aute labore consequat proident consectetur enim enim. Proident laboris minim occaecat dolor officia ad. Enim deserunt aliquip culpa mollit nulla.

elit sint non

Ad irure sunt laboris ullamco ea reprehenderit aute consectetur consectetur aute proident. Adipisicing laboris labore tempor mollit. Sunt esse elit in nisi dolore ad incididunt minim anim ad. Ullamco sunt exercitation anim aute consequat minim sint Lorem veniam. Cupidatat consequat anim eiusmod cillum elit sit voluptate eiusmod. Cillum sit labore laborum commodo.

Official source

https://mediaspace.epfl.ch/media/0_oml2tbzu

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: Representation theory, Abstract algebra

Related lectures (71)