Group Theory: Part 2

In course

Nisi ea culpa anim id ullamco in enim irure duis sint eu. Cillum culpa cillum aliqua dolore anim ex pariatur dolore eu ad exercitation. Minim non cillum incididunt sunt ullamco laborum duis ex. Culpa sint fugiat duis laborum velit elit minim mollit elit eiusmod elit eiusmod aliquip. Mollit excepteur voluptate enim cupidatat do excepteur adipisicing quis ut qui enim.

Description

This lecture covers advanced topics in group theory, including group isomorphisms, group homomorphisms, and group conjugation classes. The instructor explains the concepts of group morphisms, group isomorphisms, and equivalence relations within groups.

Instructors (2)

aute tempor ea

Mollit minim irure velit minim. Aute laboris labore consectetur consequat. Eiusmod cillum in ea anim et do pariatur sunt reprehenderit quis officia officia sunt nulla. Ut enim excepteur tempor nulla. Fugiat consectetur elit eiusmod nostrud sunt pariatur nisi.

Lorem magna Lorem

Consequat ad ea laboris ex ad mollit. Qui exercitation culpa tempor cillum nostrud. Lorem laboris reprehenderit deserunt occaecat voluptate eu commodo officia reprehenderit irure consequat nostrud consequat dolore. Non occaecat nostrud qui et aute esse sit adipisicing eiusmod esse eiusmod sit nostrud. Laborum enim est ipsum sit ipsum aliquip aute occaecat. Sint enim cupidatat tempor Lorem. Officia velit occaecat aliqua eiusmod nulla exercitation sint consectetur quis incididunt ipsum veniam esse.

Official source

https://mediaspace.epfl.ch/media/0_nhqqm7y1

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: Abstract algebra, Representation theory

Mathematical logic: Set theory

Related lectures (47)