Course Archives Theoretical Statistics and Mathematics Unit

Course: Algebraic Number Theory Instructor: Ramdin Mawia Room: G23 Level: Undergraduate Time: Currently offered

Syllabus Past Exams Syllabus: Number fields and number rings, prime decomposition in number rings, Dedekind domains, definition of the ideal class group, Galois theory applied to prime decomposition and Hilbert ramification theory, Gauss reciprocity law, Cyclotomic fields and their ring of integers as an example, the finiteness of the ideal class group, Dirichlet Unit theorem. Reference Texts: 1. D. Marcus: Number fields 2. G. J. Janusz: Algebraic Number Theory Evaluation: Midterm Exam 30 marks Assignments 20 marks Final Exam 50 marks Total 100 marks Top of the page Past Exams

Midterm 09.pdf 12.pdf 13.pdf 14.pdf 15.pdf 16.pdf 17.pdf 18.pdf 19.pdf 20.pdf 23.pdf 25.pdf Semestral 12.pdf 13.pdf 15.pdf 16.pdf 17.pdf 18.pdf 19.pdf 20.pdf 21.pdf 22.pdf 23.pdf Supplementary and Back Paper 17.pdf 20.pdf 22.pdf 23.pdf Top of the page

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