Course - Groups and Group Actions TT23

This course continued on from where things were left in Course - Groups and Group Actions HT23^U and introduced the idea of a group action and other various results.

• Course Webpage
• Lecture Notes
• Successor to: Course - Groups and Group Actions HT23^U
• Other courses this term: Courses TT23^U

Notes

• Notes - Groups TT23, Quotient groups^U
• Notes - Groups TT23, First isomorphism theorem^U
• Notes - Groups TT23, Cauchy’s theorem^U
• Notes - Groups TT23, Wilson’s theorem^U
• Notes - Groups TT23, Chinese remainder theorem^U
• Notes - Groups TT23, Class equation^U
• Notes - Groups TT23, Classifying groups^U
• Notes - Groups TT23, Group actions^U
• Notes - Groups TT23, Orbits and stabilisers^U
• Notes - Groups TT23, Counting orbits^U

Problem Sheets

• Sheet 5
• Sheet 6
• Sheet 7
• Sheet 8

Lectures

• Lecture - Groups TT23, I^U
• Lecture - Groups TT23, II^U
• Lecture - Groups TT23, III^U
• Lecture - Groups TT23, IV^U
• Lecture - Groups TT23, V^U
• Lecture - Groups TT23, VI^U
• Lecture - Groups TT23, VII^U
• Lecture - Groups TT23, VIII^U

Related posts

• Notes - Groups TT23, Class equation^U

  (incoming)
• Notes - Groups TT23, Orbits and stabilisers^U

  (incoming)
• Notes - Groups TT23, Chinese remainder theorem^U

  (incoming)
• Notes - Groups TT23, First isomorphism theorem^U

  (incoming)
• Notes - Groups TT23, Counting orbits^U

  (incoming)
• Notes - Groups TT23, Group actions^U

  (incoming)
• Notes - Groups TT23, Quotient groups^U

  (incoming)
• Notes - Groups TT23, Classifying groups^U

  (incoming)
• Prelims^U

  (incoming)
• University Notes^U

  (incoming)
• Course - Groups and Group Actions HT23^U

  (incoming)
• The Most Important Proofs in Prelims Algebra^U

  (incoming)
• Notes - Groups HT23, Normal subgroups^U

  (incoming)
• Lecture - Groups TT23, VI^U

  (sim: 0.755)
• Lecture - Groups TT23, IV^U

  (sim: 0.753)
• Lecture - Groups TT23, I^U

  (sim: 0.743)
• Lecture - Groups TT23, V^U

  (sim: 0.736)
• Courses TT23^U

  (incoming)
• Course - Galois Theory HT25^U

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• Abstract Algebra, Judson^N

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• Algebra, Artin^N

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• Notes - Geometric Deep Learning HT26, Mathematical background^U

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