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Silabus Abstract Algebra

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UNIVERSITAS NEGERI YOGYAKARTA F A K U L T A S M I P A

SYLLABI

FRM/FMIPA/063-01 18 Februari 2011 Faculty : MIPA

Study Programme : Mathematic and Mathematic Education Course /Code : Abstract Algebra

Credit : Theory =……2…; Practice =……1…… Semester : 5

Prerequisite/Code : Number Theory Lecturer : Musthofa,M.Sc

I. Description

This lecture contains binary operation, group, subgroup, coset, normal subgroup, quotient group and group homomorphisms.

II. Standard Competency

The students will be able to explain the concept and properties of group and apply them to solve problem

III. Lecture Design

Lecture Basic Competence Topics Lecturer Strategy

Reference

1, 2 Understand the concept of binary operation

Binary operation Discussion &

exercises

A

3,4,5 explain the concept of group and its properties

group Discussion,

presentation & exercises

A

6,7,8 Determine subgroup of certain group

subgroup Discussion,

presentation & exercises

A

9,10,11 Understand the concept of coset and its

properties

Coset Discussion,

presentation & exercises

A

12,13,14 Explain the concept of normal subgroup

Normal subgroup Discussion,

presentation & exercises

A

15 Test 1

16 Discuss test 1

17,18,19 Determine quotient group of certain group

Quotient group Discussion,

presentation &

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UNIVERSITAS NEGERI YOGYAKARTA F A K U L T A S M I P A

SYLLABI

FRM/FMIPA/063-01 18 Februari 2011 exercises

20,21,22 Explain the concept of cyclic group and its properties

Cyclic group Discussion,

presentation & exercises

A

23,24,25 Understand the concept of homomorphism, kernel and image

Homomorphism Discussion,

presentation & exercises

A

26,27,28 Understand the concept of permutation group

Permutation group Discussion,

presentation & exercises

29 Test 2

30 discuss test 2

31,32 Understand the concept of direct product

Direct product Discussion,

presentation & exercises

A

IV Reference

A. Compulsory Text Book

Sukirman, 2005. Pengantar Aljabar Abstrak ( Teori Grup). Malang: UM Press

B. Suggested reference books :

Raisinghania, M.D, Anggarwal, R.S. 1980. Modern Algebra. New Delhi: S. Chand & Company LTD

.

V Evaluation

No Component Percentages

1 Participation 10

2 Assignment 30

3 Mid test 25

4 Final Test 35

Referensi

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