Discrete Mathematics

(4190.101 002 °­ÁÂ) 


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* ÈÞ°­ : Sept. 23-due to excursion.

* ÈÞ°­ : Sept. 26-due to workshop with French researchers.

* ÈÞ°­ : Oct. 12-due to ITRC proposal presentation.

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1. overview

- obtain basic knowledge of discrete mathematics

- learn how to apply discrete mathematics to computer science

 

2. textbook

Discrete mathematics and its applications

Kenneth Rosen

McGraw-Hill, 5th ed.

ISBN 0-07-119881-4

 

3. lecturenote

   (Introduction)

  1. Logic (¡×¡×1.1-1.4)( 1-logic1) (1-logic2)
  2. Proof methods (¡×1.5)(2-proof)
  3. Set theory (¡×¡×1.6-1.7)(3-set)
  4. Functions (¡×1.8)(4-function)
  5. Algorithms (¡×2.1)(5-algorithm)
  6. Orders of Growth (¡×2.2)(6-order-growth)
  7. Complexity (¡×2.3)(7-complexity)
  8. Number Theory (¡×2.4-2.6)(8-numbers)
  9. Matrices (¡×2.7)(9-matrices)
  1. Proof strategy (¡×3.1)
  2. Sequences (¡×3.2)(11-sequences)
  3. Summations (¡×3.2)(12-summations)
  4. Inductive proofs (¡×3.3)(13-induction)
  5. Recursion (¡×3.4-3.5)(14-recursion)
  6. Combinatorics (ch. 4)(15-combinatorics)
  7. Probability (ch. 5)(16-prob)
  8. Recurrences (¡×6.1-6.3)(17-recurrence)
  1. Relations (ch. 7)(18-relations1)(18-relations2)
  2. Graph Theory (chs. 8+9)(19-graphs1)(19graphs2)

 

4. grading

Two exams : 2 * 40%

Attendance : 20%

 

5. TA

Lee, Youn Do

Tel : 880-1832

Office : 301-518

ydlee@mmlab.snu.ac.kr

 

6. Board