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MTH 201 Discrete Mathematics 2011-2012 Fall Term MTH 201 Discrete Mathematics 2011-2012 Fall Term INTERNATIONAL BURCH UNIVERSITY DEPARTMENT of INFORMATION.

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Presentation on theme: "MTH 201 Discrete Mathematics 2011-2012 Fall Term MTH 201 Discrete Mathematics 2011-2012 Fall Term INTERNATIONAL BURCH UNIVERSITY DEPARTMENT of INFORMATION."— Presentation transcript:

1 MTH 201 Discrete Mathematics 2011-2012 Fall Term MTH 201 Discrete Mathematics 2011-2012 Fall Term INTERNATIONAL BURCH UNIVERSITY DEPARTMENT of INFORMATION TECHNOLOGIES Azizah Ibrahim aibrahim@ibu.ba

2 Class Schedule Class Schedule: Monday 9:00-12:00, Class Schedule: Monday 9:00-12:00, Office Hour:Open Door Policy Office Hour:Open Door Policy

3 Course Objectives Introduce the fundamental topics and techniques in discrete and combinatorial reasoning Introduce the fundamental topics and techniques in discrete and combinatorial reasoning Introduce wide variety application of Discrete mathematics in Computer Science Introduce wide variety application of Discrete mathematics in Computer Science Apply theory and techniques from discrete methods, combinatorial and graph theory in the applications of computer science. Apply theory and techniques from discrete methods, combinatorial and graph theory in the applications of computer science. Establish knowledge and understanding of data structures,theory of computer languages and the analysis of algorithms using the theory and technique from discrete mathematics. Establish knowledge and understanding of data structures,theory of computer languages and the analysis of algorithms using the theory and technique from discrete mathematics.

4 1.Grimaldi, R. (2004) Discrete and Combinatorial Mathematics: An Applied Introduction.New York :Addison Wesley Pub.Co.Inc. 5 th edition 2.Kenneth H. Rosen (2003) Discrete Mathematics and its Applications : Mc Graw Hill. 5 th edition Textbooks

5 Brief Contents CHAPTER 1: FUNDAMENTALS OF LOGIC CHAPTER 2: FUNDAMENTALS PRINCIPLES OF COUNTING CHAPTER 3: SET THEORY CHAPTER 4: MATHEMATICAL INDUCTION CHAPTER 5: PROPERTIES OF INTEGERS CHAPTER 6: RELATIONS AND FUNCTIONS CHAPTER 7: LANGUAGES: FINITE STATE MACHINES CHAPTER 8: GRAPH THEORY

6 Grading Midterm 30% Final 40% Project 20% Attendance/Quiz10%


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