Kingdom of Saudi Arabia Ministry Of Higher Education Majmaah University Deanship of Quality assurance and Human Development Course Specification Abstract Algebra MAT 343 )Summary) 1431/1432 1 Course Specification Institution: Faculty of Sciences at Zulfi College/Department of Mathematics A- Course Identification and General Information 1. Course title and code: Abstract Algebra MAT 343 2. Credit hours 4=3+1 4. Name of faculty member responsible for the course : Dr Rabah Abderrezak Kellil 5. Level/year at which this course is offered 6th level (third year) 6. Co-requisites for this course (if any) Only The Sets Theory 7. Location if not on main campus B- Objectives 1. Summary of the main learning outcomes for students enrolled in the course. This course prepare the students to the theory of rings and fields which we can apply to many 2 C- Course Description (Note: General description in the form to be used for the Bulletin or Handbook should be attached) 1. Topics to be Covered List of Topics No of Contact Groups Theory Weeks hours 0. Some Elementary Topics on Set Theory 1. Groups 2. Examples of Groups (Elementary examples) 3.Elementary Properties of Groups 4. Subgroups 5. Cyclic Groups 6. Cosets and Lagrange’s Theorem 7. Normal subgroups and Quotient Groups 8. Homomorphisms 9. The Isomorphisms Theorems 10. The Symmetric Group 11. Groups action, Orbits and Stabilizers 12. Conjugacy 13. The Class Equation of a finite Group 14. Cauchy’s Theorem 15. The Structure of p-groups 16. The Sylow Theorems and Some Applications 3 2. Course components (total contact hours per semester): Lecture: Tutorial: 4 2 hours Laborator y Practical/Field work/Internship Other: 14 hours 3. Additional private study/learning hours expected for students per week. (This should be an average : for the semester not a specific requirement in each week) We can include three in four sessions (2 hours per session) of support for the students who present some difficulties. 4. Schedule of Assessment Tasks for Students During the Semester - An Exam at the middle of the semester (2 hours) and a final Exam (2 hours) -Two Short Exams (30mn -60mn) - A Student Talk D- E Learning Resources. 1. Required Text(s) 2. Essential References - A Course in Groups Theory : John F. Humphreys 3- Recommended Books and Reference Material (Journals, Reports, etc) (Attach List) - The Theory of Finite Groups: An Introduction Hans Kurzweil , Bernd Stellmacher 4 - An Introduction to the Theory of Groups Joseph J. Rotma - Groups as Graphs by W. B. V. Kandasamy, F. Smarandache 4-.Electronic Materials, Web Sites etc 5- Other learning material such as computer-based programs/CD, professional standards/regulations E- Assessment 5
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