Abstract Algebra (Math 332) is an introduction to modern abstract algebraic systems, including groups, rings, fields and vector spaces. The course will focus primarily on a rigorous treatment of the basic theory of groups (subgroups, quotient groups, homomorphisms, isomorphisms, group actions) and vector spaces (subspaces, bases, dimension, linear maps).
Quiz 4: (Friday April 22): Quiz 4 Solutions: Homework Policy: Homework will be due once a week (most weeks) usually on Wednesdays at the beginning of class, as a rule late homework will not be accepted. Homework should be handed in on paper in class (this is simpler for the grader).
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Abstract Algebra This course provides an introduction to algebraic structures, beginning with the study of group theory. Topics include binary operations, modular arithmetic, groups (, matrix, symmetry, permutation), subgroups and Lagrange’s Theorem, homomorphisms and Cayley’s Theorem, and basic properties of rings and fields.
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