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MTH 344 Introduction to Group Theory (MTH344)

Portland State University

Here are the best resources to pass MTH 344 Introduction to Group Theory (MTH344). Find MTH 344 Introduction to Group Theory (MTH344) study guides, notes, assignments, and much more.

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Intro to Group Theory: Chapters 4-5 (Properties of Groups, Subgroups) Intro to Group Theory: Chapters 4-5 (Properties of Groups, Subgroups)

  • Intro to Group Theory: Chapters 4-5 (Properties of Groups, Subgroups)

  • Class notes • 15 pages • 2021
  • Available in package deal
    • Description: Lecture notes based on Charles C Pinter's A Book of Abstract Algebra, 2nd Edition. Notes are compiled based on lecture weeks (e.g. 1-10) rather than chapters, so some weeks will contain more than one topic. About me: I graduated from Portland State University with a B.S. in mathematics with triple honors: university, departmental, and latin honors. Detailed notes along with practice problems carried me through undergrad. I hope these notes help you!!
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Intro to Group Theory: Chapters 8-9 (Finite Permutations, Permutations of a Finite Set, Isomorphisms) Intro to Group Theory: Chapters 8-9 (Finite Permutations, Permutations of a Finite Set, Isomorphisms)

  • Intro to Group Theory: Chapters 8-9 (Finite Permutations, Permutations of a Finite Set, Isomorphisms)

  • Class notes • 13 pages • 2021
  • Available in package deal
    • Description: Lecture notes based on Charles C Pinter's A Book of Abstract Algebra, 2nd Edition. Notes are compiled based on lecture weeks (e.g. 1-10) rather than chapters, so some weeks will contain more than one topic. About me: I graduated from Portland State University with a B.S. in mathematics with triple honors: university, departmental, and latin honors. Detailed notes along with practice problems carried me through undergrad. I hope these notes help you!!
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Intro to Group Theory: Chapters 14-16 (Homomorphisms, Normal Subgroups, Quotient Groups, Fundamental Homomorphism Theorem) Intro to Group Theory: Chapters 14-16 (Homomorphisms, Normal Subgroups, Quotient Groups, Fundamental Homomorphism Theorem)

  • Intro to Group Theory: Chapters 14-16 (Homomorphisms, Normal Subgroups, Quotient Groups, Fundamental Homomorphism Theorem)

  • Class notes • 17 pages • 2021
  • Available in package deal
    • Description: Lecture notes based on Charles C Pinter's A Book of Abstract Algebra, 2nd Edition. Notes are compiled based on lecture weeks (e.g. 1-10) rather than chapters, so some weeks will contain more than one topic. About me: I graduated from Portland State University with a B.S. in mathematics with triple honors: university, departmental, and latin honors. Detailed notes along with practice problems carried me through undergrad. I hope these notes help you!!
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MTH 344 - Introduction to Group Theory - Entire Course Lecture Notes w/ Practice Problems

  • MTH 344 - Introduction to Group Theory - Entire Course Lecture Notes w/ Practice Problems

  • Package deal • 10 items • 2021
  • Entire term lecture notes based on Charles C Pinter's A Book of Abstract Algebra, 2nd Edition, Chapters 1-16. I graduated from Portland State University with a B.S. in mathematics with triple honors: university, departmental, and latin honors. I hope these notes help you!!
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Intro to Group Theory: Chapter 8 (Finite Permutations) + Exam 1 Review Intro to Group Theory: Chapter 8 (Finite Permutations) + Exam 1 Review

  • Intro to Group Theory: Chapter 8 (Finite Permutations) + Exam 1 Review

  • Class notes • 8 pages • 2021
  • Available in package deal
    • Description: Lecture notes based on Charles C Pinter's A Book of Abstract Algebra, 2nd Edition. Notes are compiled based on lecture weeks (e.g. 1-10) rather than chapters, so some weeks will contain more than one topic. About me: I graduated from Portland State University with a B.S. in mathematics with triple honors: university, departmental, and latin honors. Detailed notes along with practice problems carried me through undergrad. I hope these notes help you!!
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  • $9.99
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Intro to Group Theory: Chapter 10 (Order of Group Elements) Intro to Group Theory: Chapter 10 (Order of Group Elements)

  • Intro to Group Theory: Chapter 10 (Order of Group Elements)

  • Class notes • 8 pages • 2021
  • Available in package deal
    • Description: Lecture notes based on Charles C Pinter's A Book of Abstract Algebra, 2nd Edition. Notes are compiled based on lecture weeks (e.g. 1-10) rather than chapters, so some weeks will contain more than one topic. About me: I graduated from Portland State University with a B.S. in mathematics with triple honors: university, departmental, and latin honors. Detailed notes along with practice problems carried me through undergrad. I hope these notes help you!!
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Intro to Group Theory: Chapter 11 (Cyclic Groups) + Exam 2 Review Intro to Group Theory: Chapter 11 (Cyclic Groups) + Exam 2 Review

  • Intro to Group Theory: Chapter 11 (Cyclic Groups) + Exam 2 Review

  • Class notes • 14 pages • 2021
  • Available in package deal
    • Description: Lecture notes based on Charles C Pinter's A Book of Abstract Algebra, 2nd Edition. Notes are compiled based on lecture weeks (e.g. 1-10) rather than chapters, so some weeks will contain more than one topic. About me: I graduated from Portland State University with a B.S. in mathematics with triple honors: university, departmental, and latin honors. Detailed notes along with practice problems carried me through undergrad. I hope these notes help you!!
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Intro to Group Theory: Chapters 1-3 (Set Theory, Set Operations, Groups) Intro to Group Theory: Chapters 1-3 (Set Theory, Set Operations, Groups)

  • Intro to Group Theory: Chapters 1-3 (Set Theory, Set Operations, Groups)

  • Class notes • 10 pages • 2021
  • Available in package deal
    • Description: Lecture notes based on Charles C Pinter's A Book of Abstract Algebra, 2nd Edition. Notes are compiled based on lecture weeks (e.g. 1-10) rather than chapters, so some weeks will contain more than one topic. About me: I graduated from Portland State University with a B.S. in mathematics with triple honors: university, departmental, and latin honors. Detailed notes along with practice problems carried me through undergrad. I hope these notes help you!!
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Intro to Group Theory: Chapters 6-7 (Functions, Permutation Groups) Intro to Group Theory: Chapters 6-7 (Functions, Permutation Groups)

  • Intro to Group Theory: Chapters 6-7 (Functions, Permutation Groups)

  • Class notes • 12 pages • 2021
  • Available in package deal
    • Description: Lecture notes based on Charles C Pinter's A Book of Abstract Algebra, 2nd Edition. Notes are compiled based on lecture weeks (e.g. 1-10) rather than chapters, so some weeks will contain more than one topic. About me: I graduated from Portland State University with a B.S. in mathematics with triple honors: university, departmental, and latin honors. Detailed notes along with practice problems carried me through undergrad. I hope these notes help you!!
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Intro to Group Theory: Chapters 12-13 (Partitions, Equivalence Relations, Counting Cosets) Intro to Group Theory: Chapters 12-13 (Partitions, Equivalence Relations, Counting Cosets)

  • Intro to Group Theory: Chapters 12-13 (Partitions, Equivalence Relations, Counting Cosets)

  • Class notes • 16 pages • 2021
  • Available in package deal
    • Description: Lecture notes based on Charles C Pinter's A Book of Abstract Algebra, 2nd Edition. Notes are compiled based on lecture weeks (e.g. 1-10) rather than chapters, so some weeks will contain more than one topic. About me: I graduated from Portland State University with a B.S. in mathematics with triple honors: university, departmental, and latin honors. Detailed notes along with practice problems carried me through undergrad. I hope these notes help you!!
    (0)
  • $9.99
  • + learn more