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An introduction in the world of Social Network Analysis and a view on how this may help learning networks. History, data collection and several analysis techniques are shown.
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The Basics of Social Network
AnalysisAdriana Berlanga & Rory Sie
LN SNA Seminar series, November 15th 2011
Outline
•History
•Examples
•Network Data
•Analysis
History
Social Network Analysis
Psychology Anthropology
1930s: Jacob Moreno
sociogram
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1950s: Cartwright and Harary
Frank Harary
+
-
-Dorwin Cartwright
A
B
C
“any balanced graph can be divided into two cohesive sub-groups that are in
conflict with each other”
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1920s: Warner and Mayo
Mayo
Warner
Hawthorne
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istr
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focus on relationships
effect
1920s: Warner and Mayo
Mayo
Warner
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p:/
/ad
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istr
aci
on
1en
linea.b
log
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adapted from Scott, 2000
cliquesevery person is separated by only one step
Social Networks•1950s:
‘network’ (Barnes, Bott, Nadel)
•1960s: Density and reachability (Mitchell)
A
BC
D
E
A-B-C-E
Mark Granovetter
•Getting a Job (1974)
•Strength of weak ties (1983)
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History
Social Network Analysis
Psychology AnthropologyHawthorne
NetworksGraph theory
Sociogram
Graph theory Strength of weak ties
Examples
‘broker’ (Burt, 2004)
centrality = power(Krackhardt, 1990)
Why?
•encourages re-use and prevent re-invention
•increase knowledge sharing
•discover effective and efficient (sub)communities
•reduce burden on experts/teachers
adapted from Liebowitz, 2005
Data collection
Ego network
ego network
alter
alter
but.... self-perceived
ask for connectionsask connections if they are connected
Snowball method
but.... self-perceived
ask for connectionsask connections for their connectionsuntil you reach a stopping criterion
Complete networks
monitor email traffic
or monitor tweets
Data storage
Adjacency matrix (R, UCINET)
Data storage
<?xml version="1.0" encoding="UTF-8" standalone="yes"?><graph label="PLN for ID " directed="1"><node id="n26" label="n26"><att type="string" name="PeerName" value="Rory Sie"/></node><node id="n27" label="n27"><att type="string" name="PeerName" value="Adriana Berlanga"/></node><edge id="e0" label="e0" source="n26" target="n27"><att type="string" name="interaction" value="colleague""/>
</edge></graph>
GML/ XGMML (Cytoscape, Gephi)
Data storage
Pajek network (Pajek, UCINET)
Analysis: network
•Density
•Connectivity k
•Centralization
A
DCB
E
Analysis: community
Clique
A
D
CB
EF
every person in a clique can be reached within 1 step
Analysis: community
N-clique
A
D
CB
EF
every person can be reached within n steps. ABCF is a 2-clique
Analysis: community
A
D
CB
EF
Faction
http://www.physorg.com/news/2011-01-mathematical-groups-factions.html
Analysis: individual
A
DC
B
EF
G
H
Betweenness
network is dependent on C
Degree
G is very popular
12 12
14
17
17
18
19
19
Closeness
C and G can easily reach others
Summary
• Why?
• encourages re-use
• reduce burden on teacher
• discover effective and efficient (sub)communities
• Data collection
• Which technique?
References• Brandes, U. (1994). A Faster Algorithm for Betweenness Centrality. Journal of Mathematical Sociology,
25(2), 163-177.
• Burt, R. S. (2004). Structural Holes and Good Ideas. American Journal of Sociology, 110(2), 349-399. doi:10.1086/421787
• Cartwright, D., & Harary, F. (1977). A Graph Theoretic Approach to the Investigation of System-Environment Relationships. Journal of Mathematical Sociology, 5, 87-111.
• Granovetter, M. (1974). Getting A Job: A Study of Contacts and Careers. Cambridge, Massachusetts.
• Krackhardt, D. (1990). Assessing the Political Landscape : Structure, Cognition, and Power in Organizations. Administrative Science Quarterly, 35(2), 342-369.
• Liebowitz, J. (2005). Linking social network analysis with the analytic hierarchy process for knowledge mapping in organizations. Journal of Knowledge Management, 9(1), 76-86. doi:10.1108/13673270510582974
• Scott, J. (2000). Social Network Analysis: a Handbook (p. 208). SAGE Publications, Inc.
• Factions video. http://www.physorg.com/news/2011-01-mathematical-groups-factions.html
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Rory Sie
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