802355A Algebraic Structures, 5 ECTS cr
| Code |
802355A |
Validity |
01.08.2010 -
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| Name |
Algebraic Structures |
Abbreviation |
Algebraic Struc |
| Scope | 5 ECTS cr |
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| Type | Intermediate Studies |
Discipline | 3250 Mathematics |
| Type | Course |
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Grading | 1 - 5, pass, fail |
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| Unit |
Field of Mathematics |
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Teachers
Description
| ECTS Credits |
5 ECTS credits |
| Language of instruction |
Finnish |
| Timing |
Second year, 1. period |
| Learning outcomes |
After completing the course, student is able to:
- derive and proof main results in the course
- use and apply different proof techniques
- recognize algebraic structures and the concepts
- see connections and differences between different algebraic structures
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| Contents |
The course introduces algebraic structures, such as rings, subrings, ideals, integral domains, fields and finite fields. The course gives an understanding of algebraic terms and concepts used in mathematics and physics. |
| Mode of delivery |
Face-to-face teaching |
| Learning activities and teaching methods |
28 h lectures, 14 h exercises |
| Target group |
Major students |
| Prerequisites and co-requisites |
802354A Basics in Algebra |
| Recommended optional programme components |
- |
| Recommended or required reading |
Lecture notes |
| Assessment methods and criteria |
Final exam |
| Grading |
1-5, fail |
| Person responsible |
Kari Myllylä |
| Working life cooperation |
- |
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Current and future instruction
| No instruction in WebOodi |
Future examinations
| No examinations in WebOodi |
