演算法設計及分析

出自中山電機所 無線行動網路實驗室

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=== '''研究所課程, 2019 Spring, Thu 2:10~5:00 PM, EC3009'''  ===
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=== '''研究所課程, 2019 Spring, Thu 2:10~5:00 PM, EC3009<br><br>已經可以下載'''  ===
[http://wmi.ee.nsysu.edu.tw/enter/images/d/dd/Alg20Ch0Textbook.pdf Chapter 0. 學期成績計分方式]  
[http://wmi.ee.nsysu.edu.tw/enter/images/d/dd/Alg20Ch0Textbook.pdf Chapter 0. 學期成績計分方式]  
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[http://wmi.ee.nsysu.edu.tw/enter/images/8/87/Alg20Ch1Introduction.pdf Chapter 1. Introduction]  
[http://wmi.ee.nsysu.edu.tw/enter/images/8/87/Alg20Ch1Introduction.pdf Chapter 1. Introduction]  
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Chapter 2. Growth of Functions  
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[http://wmi.ee.nsysu.edu.tw/enter/images/a/ae/Alg20Ch2GrowthFunction.pdf Chapter 2. Growth of Functions]
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Chapter 3. Divide and Conquer  
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[http://wmi.ee.nsysu.edu.tw/enter/images/1/1c/Alg20Ch3DivideConquer.pdf Chapter 3. Divide and Conquer]
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Chapter 4. Randomized Algorithms  
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[http://wmi.ee.nsysu.edu.tw/enter/images/d/dc/Alg20Ch4RandomizedAlg.pdf Chapter 4. Randomized Algorithms]
[http://wmi.ee.nsysu.edu.tw/enter/images/9/93/RandAlgChapSol2.pdf Chapter 4 習題解答]  
[http://wmi.ee.nsysu.edu.tw/enter/images/9/93/RandAlgChapSol2.pdf Chapter 4 習題解答]  
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[http://www.cs.toronto.edu/~bor/373f05/max3sat.pdf *Derandomization of MAX-3SAT]&nbsp;(參考資料,自我學習,上課不教,考試不考)  
[http://www.cs.toronto.edu/~bor/373f05/max3sat.pdf *Derandomization of MAX-3SAT]&nbsp;(參考資料,自我學習,上課不教,考試不考)  
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Chapter 5. Dynamic Programming  
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[http://wmi.ee.nsysu.edu.tw/enter/images/9/99/Alg20Ch5DynamicProgram.pdf Chapter 5. Dynamic Programming]
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Chapter 6. Greedy Algorithms&nbsp; <br>  
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[http://wmi.ee.nsysu.edu.tw/enter/images/1/11/Alg20Ch6GreedyAlg.pdf Chapter 6. Greedy Algorithms]&nbsp; <br>  
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Chapter 7. Graph Traversal Techniques<br>  
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[http://wmi.ee.nsysu.edu.tw/enter/images/a/a4/Alg20Ch7EleGraphAlg.pdf Chapter 7. Graph Traversal Techniques]<br>  
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'''期中考 (2019/04/25)'''
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[http://wmi.ee.nsysu.edu.tw/enter/images/1/12/Alg20Ch8MinSpanningTree.pdf Chapter 8. Minimun Cost Spanning Tree] <br>
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Chapter 8. Minimun Cost Spanning Tree <br>
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[http://wmi.ee.nsysu.edu.tw/enter/images/e/ee/Alg20Ch9MaxFlow.pdf Chapter 9. Maximum Flow]
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Chapter 9. Maximum Flow
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[http://wmi.ee.nsysu.edu.tw/enter/images/d/d9/Alg20Ch10LinearProgram.pdf Chapter 10. Linear Programming and Its Application to Game Theory]&nbsp;  
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Chapter 10. Linear Programming and Its Application to Game Theory&nbsp;  
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[http://wmi.ee.nsysu.edu.tw/enter/images/e/ed/LinearProgramming.pdf 註1:Chapter 10 投影片資料來源]  
[http://wmi.ee.nsysu.edu.tw/enter/images/e/ed/LinearProgramming.pdf 註1:Chapter 10 投影片資料來源]  
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[http://www.cs.columbia.edu/coms6998-3/lpprimer.pdf 註2:Relations between a primary problem and its dual problem]  
[http://www.cs.columbia.edu/coms6998-3/lpprimer.pdf 註2:Relations between a primary problem and its dual problem]  
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Chapter 11. NP-Completeness  
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[http://wmi.ee.nsysu.edu.tw/enter/images/2/2b/Alg20Ch11NPcomplete.pdf Chapter 11. NP-Completeness]
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Chapter 12. Approximation Algorithms<br>  
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[http://wmi.ee.nsysu.edu.tw/enter/images/a/a2/Alg20Ch12Approximation.pdf Chapter 12. Approximation Algorithms]<br>  
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在2020年3月4日 (三) 02:03所做的修訂版本

研究所課程, 2019 Spring, Thu 2:10~5:00 PM, EC3009

已經可以下載

Chapter 0. 學期成績計分方式

Chapter 1. Introduction

Chapter 2. Growth of Functions

Chapter 3. Divide and Conquer

Chapter 4. Randomized Algorithms

Chapter 4 習題解答

*Derandomization of MAX-3SAT (參考資料,自我學習,上課不教,考試不考)

Chapter 5. Dynamic Programming

Chapter 6. Greedy Algorithms 

Chapter 7. Graph Traversal Techniques

Chapter 8. Minimun Cost Spanning Tree

Chapter 9. Maximum Flow

Chapter 10. Linear Programming and Its Application to Game Theory 

註1:Chapter 10 投影片資料來源

註2:Relations between a primary problem and its dual problem

Chapter 11. NP-Completeness

Chapter 12. Approximation Algorithms