Ruth Anderson CSE 160 University of Washington

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Presentation transcript:

Ruth Anderson CSE 160 University of Washington Graphs Ruth Anderson CSE 160 University of Washington

A graph contains nodes and edges Seattle San Francisco Dallas Chicago Salt Lake City

+ 350 students in no romantic and/or sexual relationship From: “Chains of Affection: The Structure of Adolescent Romantic and Sexual Networks”, American Journal of Sociology, by Peter Bearman of (Columbia), James Moody (Ohio State), and Katherine Stovel (U. of Washngton);

Graphs A graph can be thought of as either of: a collection of edges Each edge represents some relationship for each node, a collection of neighbors The neighbors are those connected by an edge

Operations on a graph Creation: Create an empty graph Querying: Look up a node: Does it exist? What are its neighbors? Look up an edge (= a pair of nodes): does it exist? (You know the nodes it connects.) Iterate through the nodes or edges Modification: Add/remove a node Add/remove an edge

networkx Graph Library Used in Homework 4 http://networkx.github.io/documentation/latest/tutorial/tutorial.html import networkx as nx g = nx.Graph() g.add_node(1) g.add_node(2) g.add_edge(1, 2) print g.nodes() print g.edges()

Installing networkx Graph Library Used in Homework 4 http://networkx.github.io/documentation/latest/tutorial/tutorial.html To install networkx: Open up "canopy" (can search for it) Then select tools-> package manager Click on "available Packages" and search for "networkx". The button next to networkx will say something like "free“, click on that button. It will ask if you want to install, say yes. To check if you have it installed, type “import network x” in IDLE (nothing should happen, but if it is NOT installed you will get an error message).

import networkx as nx import matplotlib. pyplot as plt g = nx import networkx as nx import matplotlib.pyplot as plt g = nx.Graph() # Creates a graph g.add_node(1) # Adds node 1 g.add_node(3) g.add_node(2) print g.nodes() g.add_edge(1, 2) # Adds edge from node 1 to node 2 g.add_edge(1, 3) print g.edges() assert len(g.nodes()) == 3 assert len(g.edges()) == 2 nx.draw(g) # Draw the graph plt.show() # Show the graph in a separate window