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A selection of topics in advanced algebra which may include the following: isomorphism theorems, series of groups, Sylow theorems, classification of finitely generated abelian groups, free groups, group representations, matrix representations and characters of groups; extension fields, Galois correspondence, solvability of polynomial equations; semigroups, Green's equivalence, regular semigroups, inverse semigroups.
Note: You may enrol in a postgraduate course (that is a 700-, 800- or 900-level course) if you meet the prerequisites for that course and have been admitted to a qualification which lists the course in its schedule.
|2017||Semester one full semester||Internal||Manawatu Campus|
|2017||Semester one full semester||Internal||Auckland Campus|
|2017||Semester Two full semester||Internal||Manawatu Campus|
|2017||Semester Two full semester||Internal||Auckland Campus|
|2018||Semester one full semester||Internal||Manawatu Campus|
|2018||Semester Two full semester||Internal||Auckland Campus|
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