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Finite Abelian Groups: Classification Theorem
Presents the classification of finite abelian groups as products of cyclic groups, a fundamental result in various branches of mathematics.
Torsion: Hom Functoriality and Exact Sequences
Explores the concept of torsion in group theory, focusing on its Hom functoriality and its role in exact sequences.
Resoluble Groups: Quotients of Group
Covers the definition of solvable groups and the abelian property of group quotients.
Introduction to Group Theory
Covers active learning, video lectures, exercises, categories, group actions, and abelian groups.
Group Operations and Quotients
Explores group operations with cyclic properties and the universal ownership of quotients.
Direct Sums: Lemme 1.2
Delves into direct sums of abelian groups, showcasing their coproduct properties and universal verification.
Existence of Direct Sums: Abelian Groups
Demonstrates the existence of direct sums of abelian groups and covers propositions and proofs related to their uniqueness.
Group Repetition Theory: Character Representations
Explores character representations in group repetition theory, discussing irreducibility, equivalence, and associated values.
Hom Functor: Abelian Groups
Explores the Hom functor for abelian groups and its relation to direct sums.
Direct Sum of Abelian Groups
Explores the direct sum of abelian groups, emphasizing bijections and uniqueness.