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A course mapper by Monash Association of Coding (MAC)
Algebra 2: Rings and fields
MTH3150
Synopsis
Rings, fields, ideals, number fields and algebraic extension fields. Coding theory applications of finite fields. Gaussian integers, Hamilton's quaternions. Euclidean Algorithm in rings.
Sourced from the Monash Handbook 2026.
Quick facts
- Credit points
- 6
- Level
- 3
- Audience
- Undergraduate
- Type
- Coursework
- School
- Faculty of Science
- Faculty
- School of Mathematics
- Handbook year
- 2026
Prerequisites (2)
- Algebra 1: Group theoryMTH2141
- Algebra 1: Group theoryMTH3141
What it unlocks
Nothing in the visible graph depends on this unit.
Offerings (1)
- Second semesterClayton · ON-CAMPUS
Listed in 6 areas of study
- Applied mathematicsAdditional elective unit
- MathematicsMathematics elective units
- MathematicsMathematics elective units
- Pure mathematicsPure mathematics elective units
- Pure mathematicsPure mathematics elective units
- Mathematical statisticsAdditional elective units