역순 정렬

강의 도움말

CHAPTER 1: Definition of a group and a group homomorphism

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CHAPTER 2: Examples of groups

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CHAPTER 3: Subgroups

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CHAPTER 4: Quotient groups and isomorphism theorems

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CHAPTER 5: Group actions and Cayley’s theorem

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CHAPTER 6: Sylow’s theorem

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CHAPTER 7: semi-direct products and solvable groups

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CHAPTER 8: Definition of a ring and its homomorphism

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CHAPTER 9: The ring isomorphisms and localization

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CHAPTER 10: Euclidean domain (ED) and discrete valuation ring (DVR)

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CHAPTER 11: principal ideal domain (PID) and unique factorization domain (UFD)

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CHAPTER 12: Polynomial rings

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