Graph theory
CSE 211 Discrete Mathematics Chapter 8.3 Representing Graphs and Graph Isomorphism.
CS1022 Computer Programming & Principles Lecture 7.1 Graphs (1)
Combinatorics After CC-Conjecture — Notions and Achievements
1 Slides based on those of Kenneth H. Rosen Slides by Sylvia Sorkin, Community College of Baltimore County - Essex Campus Graphs.
A study of k-ordered hamiltonian graphs. Story begins L. Ng, M. Schultz, k-Ordered Hamiltonian graphs, J. Graph Theory 24 (1997) 45–57.
1 Section 8.2 Graph Terminology. 2 Terms related to undirected graphs Adjacent: 2 vertices u & v in an undirected graph G are adjacent (neighbors) in.
1 Graphs. 2 Agenda –Graphs Graph basics and definitions –Vertices/nodes, edges, adjacency, incidence –Degree, in-degree, out-degree –Subgraphs, unions,
Graphs Rosen 8.1, 8.2. There Are Many Uses for Graphs! Networks Data organizations Scene graphs Geometric simplification Program structure and processes.
Shortest Path Problems Dijkstra’s Algorithm TAT ’01 Michelle Wang.
1 GRAPH Learning Outcomes Students should be able to: Explain basic terminology of a graph Identify Euler and Hamiltonian cycle Represent graphs using.
Graphs
