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MATH 5331. ABSTRACT ALGEBRA I. 3 Hours.

Fundamental topics on groups, rings and modules that may include: abelian groups; dihedral groups; groups of permutations; normal subgroups; quotient groups; group actions; Lagrange's Theorem; Cayley's Theorem; Sylow's Theorems; factorization in commutative rings; localization in commutative rings; quotient rings; quotient modules; isomorphism theorems. Prerequisite: permission from instructor.

Bachelor of Science Degree in Mathematics to Master of Science Degree in Mathematics Fast Track

https://catalog.uta.edu/science/math/undergraduate/math-bs-to-ms-fast/
The BS to MS Fast Track in Mathematics allows students to complete both a Bachelor's degree and a master's degree in mathematics within five years. Students fulfill the BS concentration in pure mathematics where three of the courses are at the graduate level. Students may then transition directly into the master's program with a concentration in general mathematics (thesis option) to complete both degrees in five years.