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Saint Louis University

Computer Science 314
Algorithms

Michael Goldwasser

Fall 2012

Dept. of Math & Computer Science


SCHEDULE

Please note that the schedule for future classes is tentative.

Also note: For each lecture, we denote both a topic as well as the associated reading in the textbook. The live link on the 'topic' leads to a page of my personal notes for that lecture. Those personal notes are not nearly as complete or polished as the associated readings from the text. In truth, they exist mostly to provide a brief outline of the day's lecture. Students are expected to read the associated sections of the text. In cases where my notes include material which is not explicitly in the text, I will add the word "notes" to the explicit reading list.

Week Day Topic Reading
Prerequisites Ch. 1, 2, 10

Aug 27-31 Mon Introduction,
Maximum Subarray Problem
Wed Maximum Subarray Problem notes, Ch 4.1
Fri Asymptotics
Divide-and-Conquer, Recurrences
Ch. 3
Ch. 4
Sep 3-7 Mon No Class: Labor Day
Wed Solving Recurrences, Master Theorem Ch. 4
Fri Amortization Ch. 17
Sep 10-14 Mon Amortized Analysis of Dynamic Tables Ch. 17.4
Wed Competitive Analysis of Self-Organizing Lists CLRS Problem 17-5
(author's notes)
Fri Introduction to Dynamic Programming
Rod cutting problem
notes, Ch 15.1
Sep 17-21 Mon Dynamic Programming: Matrix-Chain Multiplication Ch. 15.2, 15.3
Wed Dynamic Programming: Longest Commons Subsequence Ch. 15.4
Fri Dynamic Programming: Optimal Binary Search Trees, Bitonic Euclidean TSP Ch. 15.5, Problem 15-3
Sep 24-28 Mon Greedy Algorithms: (Weighted) Activity Selection Ch. 16.1, Exercise 16.1-5
Wed Greedy: Activity Partitioning,
Knapsack Problem,
(Moving Adventure)
Exercise 16.1-4,
Ch. 16.2,
asgn04 soln
Fri Greedy: Huffman Codes Ch. 16.3
demo
Oct 1-5 Mon Graphs
Representations
App B.4
Ch. 22.1
Wed Breadth-First Search
Depth-First Search
Ch. 22.2
Ch. 22.3
(examples)
Fri Properties of DFS, Topological Sorting Ch. 22.3, 22.4
Oct 8-12 Mon Strongly-Connected Components Ch. 22.5
Wed Minimum Spanning Tree Algorithms (Kruskal's, Prim's) Ch. 23
Fri Data Structures for Disjoint Sets Ch. 21
Oct 15-19 Mon Review Day: hw5 solutions
Wed Midterm Exam (info)
Fri No Class: (Unofficial) Fall Break
Oct 22-26 Mon No Class: Fall Break
Wed Shortest Paths Ch. 24.1
Fri Dijkstra's Algorithm
Shortest Path in DAG
Ch. 24.2-24.3
Oct 29-Nov 2 Mon Difference Constraints Ch. 24.4
asgn07
Wed All-pairs Shortest Path algorithms Ch. 25.1, 25.2
Fri Johnson's reweighting algorithm
(and some extemporaneous discussion of Exercise 24.3-8, Problem 24-4)
Ch. 25.3
Nov 5-9 Mon Maximum Flow
Ford-Fulkerson Algorithm
Ch. 26
(examples)
Wed Max-Flow Min-Cut Theorem
Algorithm Efficiency
Edmonds-Karp
Fri Variants/Applications of Maximum Flow
Nov 12-16 Mon Comparison-Based Lower Bounds Ch.  8.1, 9.1
Wed Intro to Complexity Theory; NP-completeness Ch. 34.1, 34.2
Auxillary notes from Jeff Erickson
Fri Circuit Satisfiability Ch. 34.3
Nov 19-23 Mon Polynomial-time reductions Ch. 34.3-34.5
Wed No Class: Thanksgiving
Fri
Nov 26-30 Mon Approximation Algorithms
(Vertex Cover, TSP)
Ch. 35.1-35.2
Wed Approximation Algorithms
(Set Cover)
Ch. 35.3
(examples)
Fri Approximation Algorithms
(Subset-Sum)
Ch. 35.5
Dec 3-7 Mon Beating Comparison-Based lower bounds
Sorting, Priority Queues
Ch. 8, 20
Wed van Emde Boas Trees Ch. 20
Fri van Emde Boas Trees Ch. 20
Dec 10 Mon Review, Course Evaluations

Dec 14 Fri Final Exam
(12:00-1:50)
(info)


Michael Goldwasser © 2012
CSCI 314, Fall 2012
Last modified: Sunday, 02 December 2012
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