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Page last edited by Claire Elizabeth Joyce (celjoy) 22/10-2014
Goals
- Use tools from the advanced topics of Network Science
- Use the past to improve your twitter bot
Reading
Learn from the past and read about previous social-bot
efforts
We are not going to follow the same rules as the original
competition (or the University of Washington competition), but
there's lots of useful information to be gained here.
Exercises
1) Networks A: Write a short explanation of
the following concepts (all can be calculated for any network using
NetworkX - and are explained in the NetworkX reference); the
explanation should define each concept (illustrations could be
nice), and answer the questions listed next to
-
Network Components. What is the giant connected
component?
- Degree,
define degree, average degree, and degree
distribution. What can you learn from the degree distribution
that is not obvious from the average degree.
- Clustering
coefficient. What is the difference between the clustering
coefficient for a node and for the whole network?
- Centrality.
What is the intuition behind the concept of centrality? Briefly
describe the differences between degree centrality, closeness
centrality, betweenness centrality and eigenvector centrality.
- Assortativity.
Explain what degree assortativity means for a network.
2) Networks B: Get started on network plotting. Go
to the gephi web-page,
download the program and use the quick-start
tutoral. All you need to do for now, is to figure out how to
plot a network (feel free to use an example from the wiki, or Les
Miserables that you can download on the quick start page). Next,
plot the twitter network that you created as part of Last week's
exercise 4. (Mac/Windows users experiencing problems with Gephi, go
here,
last problem)
3) Networks C: Find communities. Use the Louvain
modularity optimizing algorithm to find communities
(download the repository https://bitbucket.org/taynaud/python-louvain/downloads,
unzip. In a ipython notebook, cd into the directory, then do %run
setup.py install).
- Add the example
from http://perso.crans.org/aynaud/communities/ to your
IPython Notebook from last Lecture. But replace G =
nx.erdos_renyi_graph(30,
0.05) with G=nx.karate_club_graph().
- Inspect the resulting plot. Do the communities make sense?
- Grab the Karate Club network here: http://wiki.gephi.org/index.php/Datasets and
find communities using Gephi instead (follow instructions in the
quick start that you started in Exercise 2). Are the communities
the same?
- Which method do you prefer? NetworkX or Gephi? Why? Can you
imagine a situation where Gephi is preferable over NetworkX? When
is NetworkX preferable to Gephi?
4) The Twitter bots: Read the blog post mentioned
above carefully and answer the following questions in your own
words.
- What is the "Socialbots Competition"?
- Which additional provisos were added to the rules of the
"University of Washington" competition?
- Do you like the way the Target Population was selected? Could
you use any of these rules for your strategy in the next exercise?
Which ones do you plan to use - and which ones do you plan to
ignore? Why?
- What did you learn from the four plots "Statuses", "Friends",
"Followers", "Mentions". Justify your answer.
- Which of the ten socialbots in the "University of Washington"
competition did you like best? Which are the strategies you plan on
stealing and using for your own bot?
5) Are you up to date? Did you implement all
aspects of your twitter bot. Use today to catch up (this
page provides a convenient checklist).
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