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DISCRETE MATHEMATICS
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- General Information
- Evaluation
- Textbook
- Course Description
- Contents
- Lecture Slides
- Test & Examination Resources
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There is one section of COMP104 during the first semester of 2007/2008
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Please make sure that you are in the correct room(building 1 Second floor Room 9) for lectures.
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Additional COMP104 course information appears on the COMP104 Home Page
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Assessment: The assessment for Discrete Mathematics is as follows.
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• Test 1 – 1-hour test to be held in the lecture on 7th – 8th week. The test contributes 20% to the final assessment.
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• Test 2 – 1-hour test to be held in the lecture on 11th – 12th week. The test contributes 20% to the final assessment.
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• Examination − 2-hour examination to be held in the end-of-semester examination period. The exam contributes 50% to the final assessment.
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Text-book: Grossman, Peter (2002) Discrete Mathematics for Computing. 2nd ed. Basingstoke, Hampshire: Palgrave Macmillan
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Teaching Staff: Lectures and tutorials will be presented by Dr Ahmad Al-Zubi, who can be contacted as follows.
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• Office: Room 131(Building 1 7th Floor
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• Phone: 4735277 (Ext 131)
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• Email: asseell@yahoo.com
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Course Description : In Discrete Mathematics, various mathematical ideas that play a key role in computing are introduced. Topics include number bases, logic, sets and relations, recursion, Boolean algebra and cryptography. Although Discrete Mathematics is designed in particular for those who are studying computing and information systems, the unit is relevant and useful for any person with an interest in modern mathematics and its applications.
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· List of Symbols
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· Preface
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· Bases and Number Representation
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· Computer Representation and Arithmetic
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· Logic
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· Sets and Relations
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· Functions
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· Induction and Recursion
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· Boolean Algebra and Digital Circuits
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· Combinatories
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· Introduction to Graph Theory
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· Trees
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· Number Theory
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· Algorithms and Computational Complexity
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- Below are links to PDF versions of PowerPoint slides used in lectures. The slides are available in two formats – 3 slides per page (with space for making notes) and 6 slides per page. Choose whichever format you prefer!
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Lecture |
Section(s) in text |
3 slides per page |
6 slides per page |
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32 |
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Final Exam |
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31 |
8.2, 8.3 |
Download |
Download |
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30 |
8.1 |
Download |
Download |
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29 |
8.1 |
Download |
Download |
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28 |
7.5 |
Download |
Download |
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27 |
7.5 |
Download |
Download |
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26 |
7.1 |
Download |
Download |
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25 |
7.1 |
Download |
Download |
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24 |
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Second Exam |
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23 |
5.5, 7.1 |
Download |
Download |
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22 |
5.5 |
Download |
Download |
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21 |
5.5 |
Download |
Download |
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20 |
5.3, 5.4, 5.5 |
Download |
Download |
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18 |
5.2, 5.3 |
Download |
Download |
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17 |
5.1, 5.2 |
Download |
Download |
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16 |
4.7 |
Download |
Download |
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15 |
4.7 |
Download |
Download |
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14 |
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First Exam |
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13 |
4.6 |
Download |
Download |
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12 |
4.6 |
Download |
Download |
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11 |
4.5, 4.6 |
Download |
Download |
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10 |
4.4, 4.5 |
Download |
Download |
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9 |
4.3 |
Download |
Download |
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8 |
4.1, 4.2, 4.3 |
Download |
Download |
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7 |
3.4 |
Download |
Download |
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6 |
3.3, 3.4 |
Download |
Download |
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5 |
3.2, 3.3 |
Download |
Download |
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4 |
2.5, 3.1, 3.2 |
Download |
Download |
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3 |
2.4, 2.5 |
Download |
Download |
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2 |
2.3, 2.4 |
Download |
Download |
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1 |
2.1, 2.2, 2.3 |
Download |
Download |
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- Please note that Dr Ahmad Al-Zubi did not teach Discrete Mathematics before 2006 at Riyadh Community College, so test and examination papers Before2006 are not available.
- The following documents are related to the two tests for Discrete Mathematics.
First Exam: Test 1, 2006 – Solutions to Test 1, 2006 Second Exam: Test 2, 2006 – Solutions to Test 2, 2006
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Please do not hesitate to contact Dr Ahmad Al-Zubi if you have any problems, difficulties or questions about the work in Discrete Mathematics.
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| King Saud University. All rights reserved,
2007 | Disclaimer
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