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- [E] Algorithms, Jeff Erickson
- [JM] ÇÁ·Î±×·¡¹Ö ´ëȸ¿¡¼ ¹è¿ì´Â ¾Ë°í¸®Áò ¹®Á¦ÇØ°áÀü·« (1, 2), ±¸Á¾¸¸, ÀλçÀÌÆ®
- [CLRS] Introduction to Algorithms, 3rd ed., Cormen, Leiserson, Rivest, and Stein.
- [PC] Programming Challenge, Steven S. Skiena and Miguel A. Revilla.
Homepage
Free e-book
- [PoA] Problems on Algorithms, 2nd ed., Ian Parberry and William Gasarch.
Free e-book
- Notes on Divide and Conquer from Wikipedia
- ¾Ë±â½¬¿î ¾Ë°í¸®Áò, ¾ç¼ººÀ, »ý´ÉÃâÆÇ»ç
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1ÁÖ (3/5-7) |
°ÀǼҰ³ |
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[E]ÀÇ Chapter 0 |
2ÁÖ (3/12-14) |
Algorithm Analysis: Time Complexity
Big-Oh Notation |
Sorting Algorithms |
[JM]ÀÇ Chapter 4 [CLRS]ÀÇ Chapter 2, 3 |
3ÁÖ (3/19-21) |
Recursion |
Mergesort, Quicksort |
[E]ÀÇ Chapter 1 |
4ÁÖ (3/26-28) |
Divide-and-Conquer |
Recursion Tree Master Theorem |
[E]ÀÇ Chapter 1 [JM]ÀÇ Chapter 7
[CLRS]ÀÇ Chapter 4 |
5ÁÖ (4/2-4) |
Divide-and-Conquer |
Karatsuba Algorithm
Strassen Algorithm
Selection
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[E]ÀÇ Chapter 1 [JM]ÀÇ Chapter 7 [CLRS]ÀÇ Chapter 4 |
6ÁÖ (4/9-11) |
Backtracking |
N Queens Problem Subset Sum Longest Increasing Subsequence |
[E]ÀÇ Chapter 2 |
7ÁÖ (4/16-18) |
¹®Á¦Ç®ÀÌ |
Homework #1 Homework #2 |
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8ÁÖ (4/23-25) |
Áß°£°í»ç(4¿ù 21ÀÏ(¿ù) 17½Ã) |
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9ÁÖ (4/30-5/2) |
Dynamic Programming |
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[E]ÀÇ Chapter 3 [JM]ÀÇ Chapter 8-9 [CLRS]ÀÇ Chapter 15 |
10ÁÖ (5/7-9) |
Dynamic Programming |
0/1-Knapsack Problem Matrix Product Chain Longest Common Subsequence |
[E]ÀÇ Chapter 3 [JM]ÀÇ Chapter 8-9 [CLRS]ÀÇ Chapter 15 |
11ÁÖ (5/14-16) |
Greedy Method |
Coin Change Activity Selection Problem |
[E]ÀÇ Chapter 4 [JM]ÀÇ Chapter 10 [CLRS]ÀÇ Chapter 16 |
12ÁÖ (5/21-23) |
¹®Á¦ Ç®ÀÌ |
Homework #3 |
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13ÁÖ (5/28-30) |
Graph Algorithms |
Minimum Spanning Tree Kruskal's/Prim's Algorithm Shortest Paths |
[E]ÀÇ Chapter 7 [CLRS]ÀÇ Chapters 22-25 |
14ÁÖ (6/4-6) |
Graph Algorithms |
Shortest Path |
[E]ÀÇ Chapters 8-9 [CLRS]ÀÇ Chapters 22-25 |
15ÁÖ (6/11-13) |
±â¸»°í»ç(6¿ù 9ÀÏ(¿ù) 17½Ã) |
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