CS 381, Section 1: Course Schedule

The table below gives the material covered in class, deadlines and important dates, and reading assignments. It is updated weekly.
 
Date  Material  Comments and deadlines 
Aug. 23 Administrative issues; introduction to algorithm analysis reading: Chapters 1.1, 1.4  
Aug. 25 classifying functions by assymptotic growth rates reading: Chapter 1.5  
Assignment 1: .ps   .pdf  
Aug. 27 Tools for analyzing and comparing performance: L'Hopitals's rule, mathematical induction   reading: Chapters 1.5, 3.1-3.4  
Aug. 30 example for mathematical induction; example for average case analysis reading: Chapters 1.6, 3.1-3.4  
Sept. 1  binary search: optimality and recurrence equation   reading: Chapter 1  
Sept. 3  recurrence equations  reading: Chapter 3.6  
Assignment 2: .ps   .pdf  
Assignment 1 due
Sept. 6  Labor Day  no class
Sept. 8 more on recurrence equations reading:Chapter 3.6  
Sept. 10  How to use the Master Theorem reading: Chapter 3.6  
Sept. 13 Two examples of clever O(n) time algorithms: celebrity and majority reading: Manber 5.5 + 6.10, handout  
Sept. 15  Celebrity and majority algorithms reading: Manber 5.5 + 6.10
Assignment 3: .ps   .pdf  
Assignment 2 due
Sept. 17  Multiplying two n-bit numbers - a divide-and-conquer example reading: 
Sept. 20 Overview of sorting and selection; implementation and analysis of insertion sort reading: Chapters 4.1, 4.2  
Sept. 22  Average-case analysis of quicksort reading: Chapter 4.4 
Sept. 24  Lower bound for sorting, Radix sort reading: Chapters 4.7, 4.11  
Assignment 4: .ps   .pdf  
Assignment 3 due
Sept. 27 Heaps as a data strucure reading: Chapter 4.8
Sept. 29 Analysis of heap generation, heap sort   reading: Chapter 4.8  
Oct. 1 Using tournaments to find the min and max, the largest and second largest reading: Chapters 5.2 and 5.3
Oct. 4 Selecting the k-th smallest element in linear time reading: Chapter 5.4  
Oct. 6 Review of data structures seen in CS251; introduction to graphs   reading: Chapter 6, 7.1 and 7.2
Assignment 5: .ps   .pdf  
Assignment 4 due
Oct. 8 Euler tours and Hamiltonian paths - two similar, yet different problems 
Oct. 11 October Break  no class
Oct. 13 Graph traversals: DFS and BFS   reading: Chapter 7
Oct. 15 More on graph traversals; using DFS and BFS to find connected components reading: Chapter 7
Sample Midterm Questions: .ps   .pdf  
Assignment 5 due
Oct. 18 Review for midterm    
Oct. 19 Midterm exam   8:30-9:30pm, SMTH 108
Oct. 20 no class (makeup for midterm)  Assignment 6: .ps   .pdf  
Oct. 22  DFS in directed graphs reading: Chapter 7.4  
Oct. 25 Strongly connected components  reading: Chapter 7.5  
Oct. 27  Biconnectivity reading: Chapter 7.7  
Oct. 29  Minimum cost spanning trees reading: Chapter 8.2  
Nov. 1 Prim's algorithms reading: Chapters 8.2 and 8.4
Assignment 6 due
Assignment 7: .ps   .pdf  
Nov. 3 Kruskal's algorithm, Union-Find implementations reading: Chapters 8.4, 6.63, 6.6.4  
Nov. 5 Single source shortest paths: Dijkstra's algorithm reading: Chapter 8.3
Nov. 8 All-pairs shortest paths; dynamic programming reading: Chapter 9.4  
Nov. 10 Dynamic programming; Multiplying a sequence of matrices reading: Chapter 10.1-10.3 
Assignment 7 due
Assignment 8: .ps   .pdf  
Nov. 12 Dynamic programming: reconstructing the solution reading: Chapter 10.3  
Nov. 15 Topological search reading: Chapter 7.4.6  
Nov.  17 Minimum edit distance reading: Manber 6.8 and Chapter 11.5  
Nov. 19 Knuth-Morris-Pratt Algorithm reading: Chapter 11.1-11.3  
Nov. 22 Knuth-Morris-Pratt Algorithm reading:Chapter 11.1-11.3  
Assignment 8 due
Assignment 9: .ps   .pdf  
Nov. 24  Thanksgiving Break no class
Nov. 26  Thanksgiving Break no class
Nov. 29 Introduction to NP-completeness; decision and optimization problems reading: Chapter 13
Dec. 1 Classes P, NP, and NP-complete Chapter 13
Dec. 3 NP-completeness; problem reductions Chapter 13; handout
Dec. 6 Example of a reduction: 3-SAT to Clique reading: Chapter 13
Assignment 9 due
Dec. 8 Introduction to DNA Computing; Course evaluation reading: Chapter 13.9
Dec. 10 Course Review; question and answer session
Dec. 13 FINAL EXAM, 3:20-5:20pm MATH 175

Susanne E Hambrusch

Last modified: Tue Jan 5 16:13:25 EST 1999