Graph-Theoretic Algorithms
Spring 2024
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The reference means the lecture notes. Caution, one of the chapters got moved during the course, the any references to Chapters 13,14,15 could be off by one.

Lecture Content Reference
Lecture 1 (Mon, May 06, 2024) Administrivia. Intro to planar graphs   Ch.1, Ch.2.1  
Lecture 2 (Wed, May 08, 2024) Simple algorithms for planar graphs   Ch. 2.1, 2.2, 2.4  
Lecture 3 (Fri, May 10, 2024) NP-hardness and planarity   Ch. 2.4, Ch. 3  
Lecture 4 (Mon, May 13, 2024) Dual graphs. Maximum Flow in st-planar graphs   Ch. 2.3, Ch. 5.1, 5.2  
Lecture 5 (Wed, May 15, 2024) Maximum Flow in planar graphs. Maximal planar graphs   Ch. 5.3, 7.1, 7.2  
Lecture 6 (Fri, May 17, 2024) Canonical ordering and applications   Ch. 7.3  
Lecture 7 (Mon, May 20, 2024) (IMPORTANT! Lecture on May 21 instead!) Friends of planar graphs   Ch. 8  
Lecture 8 (Wed, May 22, 2024) Interval graphs and chordal graphs   Ch. 9  
Lecture 9 (Fri, May 24, 2024) Friends. Recognizing chordal graphs   Ch. 9.5, 10.1  
Lecture 10 (Mon, May 27, 2024) Recognizing interval graphs   Ch. 10.2-3, Ch. 6.2.2  
Lecture 11 (Wed, May 29, 2024) Tree decompositions and k-trees   Ch. 11.1-11.3  
Lecture 12 (Fri, May 31, 2024) Partial k-trees and treewidth.   Ch. 11.4-11.5 (skip 11.5.3)  
Lecture 13 (Mon, Jun 03, 2024) Series-parallel graphs   Ch. 11.5 (skip 11.5.3), Ch. 12  
Lecture 14 (Wed, Jun 05, 2024) Friends of treewidth. Branchwidth   Ch. 14.1 (intro only), 14.4, Ch. 13.1-13.2  
Lecture 15 (Fri, Jun 07, 2024) Branchwidth in planar graphs. DP in trees   13.3, 14.1 (in part 3)  
Lecture 16 (Mon, Jun 10, 2024) Dynamic programming in partial k-trees   Ch. 14.2-4 (in part 3)  
Lecture 17 (Wed, Jun 12, 2024) Problems in partial k-trees.   Ch. 14.5-6 (in part 3), 14.3.1 (in part 2)  
Lecture 18 (Fri, Jun 14, 2024) Baker's PTAS for planar graphs   Ch. 16  
Lecture 19 (Mon, Jun 17, 2024) Separator theorems   Ch. 17  
Lecture 20 (Wed, Jun 19, 2024) Separators: applications and extensions   Ch. 17  
Lecture 21 (Fri, Jun 21, 2024) Treewidth and separators   Ch. 18  
Lecture 22 (Mon, Jun 24, 2024) Treewidth and grid-minors; conclusion   Ch. 18, Ch. 19.4  
Lecture 23 (Wed, Jun 26, 2024) extra topics (planarity testing)   Ch6  
Lecture 24 (Fri, Jun 28, 2024) Student presentations (Product Structure Theorem). Computing canonical ordering.   Student's lecture notes  
Mon, Jul 01, 2024 No lecture (Canada Day)    
Wed, Jul 03, 2024 No lecture (keep free in case earlier lectures get cancelled)    
Fri, Jul 05, 2024 No lecture (keep free in case earlier lectures get cancelled)    
Mon, Jul 08, 2024 No lecture (keep free, finals likely scheduled here)    
Wed, Jul 10, 2024 No lecture (keep free, finals likely scheduled here )    
Fri, Jul 12, 2024 No lecture (keep free, finals likely scheduled here )    


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Last modified: 07/10/2024