In this course, the student's knowledge of groups, rings and fields is deepened. One way to get a grasp of complicated algebraic structures is to break them down into simple parts. For example it is proven that every finite abelian group is a direct product of cyclic subgroups. Moreover, in ring theory, the concept of unique factorization, which holds in the ring of integers (due to the fundamental theorem of arithmetics), is generalized to more general rings. Finally, the problem of solving polynomial equations motivates the study of field extensions.
Roughly 15 minutes with a bike from the city centre, you will find Linnaeus University’s campus. It is like a small society with the university, student accommodation, and student life. Here you become part of a creative knowledge environment.
What will you come across on an excursion in Växjö – the city of contrasts? You will find good restaurants, a celebrated hockey team, and cozy cafés where you can enjoy a latte with lingonberry flavour. In Växjö, beautiful nature is always just around the corner; the city is surrounded by lakes and forests. Students like the combination of the city centre and the active student life on campus. Your dream of the future starts here!