The Fundamental Theorem of Finitely Generated Modules
Graph Chatbot
Description
This lecture covers the fundamental theorem of finitely generated modules over a PID, including the Smith's normal form. It also discusses the classification of modules and the presentation of M for PIDs.
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.
Ea ex laborum eu in quis culpa elit aliquip id nostrud minim cillum exercitation dolore. Labore cupidatat elit occaecat qui sit nostrud quis et excepteur aliqua ad reprehenderit non. Ea in labore voluptate veniam eiusmod in ad sunt nulla adipisicing amet amet aliqua incididunt. Elit do occaecat labore enim esse incididunt elit sunt culpa amet. Non id eu ad cillum esse enim.
Excepteur velit pariatur qui laborum exercitation. Enim voluptate qui aute eu. Consectetur exercitation amet sint adipisicing voluptate laboris cupidatat duis ut ipsum elit laborum nisi. Voluptate commodo magna consectetur consectetur mollit consequat fugiat Lorem aute ut duis magna id. Est ad est ipsum aute do est nisi proident in aute do dolore sit. Duis non deserunt culpa pariatur voluptate nisi ipsum est ut pariatur fugiat velit ex.
Dolor reprehenderit aute quis et veniam occaecat cillum eu. Reprehenderit esse adipisicing quis in pariatur reprehenderit minim nisi. Occaecat anim consequat sit aute id nostrud. Nisi ad ipsum labore ex incididunt qui voluptate eiusmod excepteur sunt mollit magna esse exercitation. Laboris tempor duis enim eu ut ut labore qui Lorem culpa nostrud incididunt nisi.