Jul 14, 2024  
2020-2021 Undergraduate Catalog 
2020-2021 Undergraduate Catalog [ARCHIVED CATALOG]

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MATH 360 - Algebraic Structures I

First course in the structure of algebraic systems includes the study of real number systems and other algebraic systems in the development of group theory.

Prerequisites: MATH 260 and MATH 265 and MATH 272 with a grade of C or higher or permission of instructor.

Credits: (3)

Learner Outcomes:
Upon successful completion of this course, the student will be able to:

  • Analyze set structures to determine whether these structures are Abelian groups.
  • Analyze set functions to determine whether the functions have homomorphic and isomorphic structures.
  • Distinguish between dihedral groups of transformations and more general permutation groups.
  • Demonstrate Cayley’s Theorem
  • Demonstrate the Fundamental Homomorphism Theorem
  • Demonstrate proofs of elementary theorems of Group Theory

Learner Outcomes Approval Date:

Anticipated Course Offering Terms and Locations:

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