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COMPSCI 330 Design and Analysis of Algorithms

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1 COMPSCI 330 Design and Analysis of Algorithms
Rong Ge

2 Logistics Lectures: Tuesdays and Thursdays 3:05 - 4:20 PM
Recitations: Fridays 3:05 - 4:20 PM, Gross Hall 107 Recitations are required! Webpage: Office hours: After the class until 5:30 PM. TA office hours: See course webpage, starts next Monday.

3 Grades Homework 40% 2 Midterms 30% Final Exam 30%
Homework should be typed and submitted to Sakai. Please take a look at the tentative schedule and if you have a conflict for any of the exams let me know as early as possible. Read the guideline on collaboration. Go to office hours!

4 Lecture format Slides first, then go to the board (tablet).
Best way of learning a proof is to write it down yourself. I will try to record the lectures – hopefully the technology does not fail.

5 Contact us Piazza: Please use for all general discussions. Grading questions: For homework contact one of the grad TAs. For exams contact me. Send me an

6 Algorithms From wiki: In mathematics and computer science, an algorithm is a self-contained sequence of actions to be performed.

7 Designing an Algorithm - Basics
Divide and conquer Dynamic programming Greedy algorithms

8 Designing an Algorithm - Examples
Graph algorithms Shortest paths Minimum spanning tree Bipartite matching Data structrues Hashing Disjoint sets

9 Designing Algorithm – General Tool
Linear Programming Formulation Duality Algorithms

10 Proof of Pythagorean Theorem
Analysis - Proofs Proof of Pythagorean Theorem Writing proofs is a major part of the course.

11 Proofs for algorithms? Correctness: 12343*9432583 = 116426471969 ?
(No: ) More complicated: Why should I believe this is the shortest path to the airport?

12 Proofs for algorithms? Running time: How long should the algorithm take. Space: How much memory does the algorithm need.

13 Other aspects (not in this course)
Privacy/security

14 Other aspects (not in this course)
Fairness

15 Goal Design new algorithms for applications you care.
Prove correctness/running time for algorithms.


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