Close
READ ME --> This is a "vanilla plain" jqModal window. Behavior and appeareance extend far beyond this. The demonstrations on this page will show off a few possibilites. I recommend walking through each one to get an understanding of jqModal before using it.

You can view the sourcecode of examples by clicking the Javascript, CSS, and HTML tabs. Be sure to checkout the documentation too!

NOTE; You can close windows by clicking the tinted background known as the "overlay". Clicking the overlay will have no effect if the "modal" parameter is passed, or if the overlay is disabled.
Syllabus

Infomation of Course

Program Bachelor [학사과정] Course Type Major Required [ 전공필수 ]
Course Code 36.204 Course No CS204
Section B English English
L:L:C(AU) 3:0:3.0(0) Exam time
(classroom)		 - Wed: 13:00~15:45
()
Course Title Discrete Mathematics [ 이산구조 ]
Class time
(classroom)		 Mon: 14:30~15:45 / (E3)Information Science and Electronics Bldg. [ (E3)정보전자공학동 ] (1220)
Wed: 14:30~15:45 / (E3)Information Science and Electronics Bldg. [ (E3)정보전자공학동 ] (1220)
Notice - 수강인원 제한 : 60명(수강인원제한 증원 40명->60명) - 연습반 운영 예정(Syllabus 참조)

Information of Professor

Name 박진아(Jinah, Park)
Department 전산학부(School of Computing)
Phone 042-350-3555
E-Mail jinahpark@kaist.ac.kr

Plan of Lecture

Syllabus File
Syllabus URL
Summary of Lecture This course is to help students become familiar with essential mathematical concepts that are frequently employed in computer science. Topics covered in the course range from basic languages of discrete mathematics, such as proofs and relations, to more advanced topics, such as graph theory and tree structure. If the time is allowed automata and language concepts will be briefly covered.
Material for Teaching * Main:
Discrete Mathematics (7th Edition) by Richard Johnsonbaugh (Pearson International Edition 2009)
* Reference:
Discrete Mathematics and its Applications by Kenneth H. Rosen (McGraw-Hill, 2013) Global Edition
Evaluation Criteria Class Participation/Quiz and Attendance 10%
Homework Assignments 20%
Midterm Exam 30%
Final Exam 40%
Lecture Schedule <This is a tentative schedule>
Week Topic
1 Sets and Logic
2 Proofs
3 Functions
4 Relations
5 Algorithms
6 Counting methods
7 Advanced Counting
8 Midterm
9 Review
10 Discrete Probability
11 Induction and Recursion
12 Graph Theory
13 Trees
14 Automata
15 Languages
16 Final Exam
Memo *** There will be optional Recitation (연습반), run by the TA from CS204A/B/C together.
*** Wednesday or Thursday evenings 7~8 PM. (You may choose 1 session to attend.)