This course explores group theory at the university level, but is uniquely motivated through symmetries, applications, and ... Read more
This course explores group theory at the university level, but is uniquely motivated through symmetries, applications, and challenging problems. For example, before diving into the technical axioms, we'll explore their motivation through geometric symmetries.
You'll be left with a deep understanding of how group theory works and why it matters.
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Advanced math course
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22 interactive quizzes
250+ guided problems and explanations
An introduction to Group Theory through the beauty of symmetry.
The axioms, subgroups, abelian groups, homomorphisms, and quotient groups.
Number theory, the 15-puzzle, peg solitaire, the Rubik's cube, and more!
From the isomorphism theorems to conjugacy classes and symmetric groups.
Burnside's Lemma, semidirect products, and Sylow's Theorems.
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