Uploaded January 2021 | Updated September 2026, 2 weeks ago
Semidirect products are a very important tool for studying groups because they allow us to break a group into smaller components using normal subgroups and complements! Here we describe a derivation for the idea of semidirect products and an explanation of how the map into the automorphism group relates to conjugation.
Group Theory playlist: youtube.com/playlist?list=PLug5ZIRrShJHDvvls4OtoBHi6cNnTZ6a6
0:00 Inner semidirect product
11:18 Outer semidirect product
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Music: C418 - Pr Department
Semidirect products are a very important tool for studying groups because they allow us to break a group into smaller components using normal subgroups and complements! Here we describe a derivation for the idea of semidirect products and an explanation of how the map into the automorphism group relates to conjugation.
Group Theory playlist: youtube.com/playlist?list=PLug5ZIRrShJHDvvls4OtoBHi6cNnTZ6a6
0:00 Inner semidirect product
11:18 Outer semidirect product
Subscribe to see more new math videos!
Music: C418 - Pr Department










