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INFORMATION EPIDEMICS
 AND VIRAL CONTAGION
  Dmitry Paranyushkin / www.noduslabs.com
Watch
                                                    the video on
                                                    vimeo.com/2035117




         SOCIAL NETWORK
The nodes are the people, the connections are interactions
        between them (visualization by Gephi - www.gephi.org)
TYPES OF NETWORK
   Scale-free - degrees distributed following power-law
(a few, but significant # of well-connected and disconnected)
TYPES OF NETWORK
 Small world - special case of scale free – tightly-knit loosely
connected communities with short distance between the nodes
TYPES OF NETWORK
Random - degrees distributed “normally” across the nodes
    (most have an average number of connections)
S                 I               R



             S                 I               S



     S               I                R                S



    EPIDEMIC MODELS
S: Susceptible, I: Infected, R: Removed/Recovered
    (Ball 1997; Newman 2002; Newman et al 2006; Watts 2002)
Watch
                        the video on
                        vimeo.com/36958670




CONTAGION DYNAMICS
      Message = Virus
“healthy”                               “infected”


HOW DOES IT HAPPEN?
Ideology, Trends, Collective action, Protest, Meme...
most “friends”
         adopted a
      trend, so the
   blue node does
   the same finally




 1. INFORMATION CASCADES
   Herd-like behavior, influenced by the others. Only when
“conversion threshold“ is exceeded (Watts 2002; Hui et al 2010; Young 2002)
no connections between the nodes      many connections between the nodes
= cascades not possible               = cascades can occur




       2. GIANT COMPONENT
      Most nodes must belong to the same component
   for the global epidemics to occur (Watts 2002; Newman et al 2006)
3. START WITH A GROUP
Rapid spread of disease within tightly connected communities
 can lead to an epidemic outbreak even if the links are loose
WHY?
Because once the contagion is spread within the group, it will
 spread across super-network to the other groups (Ball 1997).
Better than random nodes, but still not   Optimal - leave the same number
    perfect - immunize random groups         of susceptibles in each group




 STRATEGIES OF RESISTANCE
Leave the number of susceptibles the same in each group, thus
 preventing the virus from spreading within and throughout.
99%? 10% IS ENOUGH.
Committed 10% can change the opinion of the majority as long
   as they persistently broadcast their message (Xie et al 2011)
* not too many!
         4. BUILD SHORTCUTS
Scale-free networks with shortcuts are better in propagating,
dense networks are better for cascades. (Kuperman 2001; Yan et al 2008)
1. Amplitude of contagion increases with the higher number of random shortcuts
 (Cummings 2005; Kuperman 2001)

 2. Small-world wirings (links between different communities) enhance network
 synchronization (Barahora & Pecora 2002).

 3. Synchronization (simultaneous information cascades) are boosted if the links are
 made between the nodes of varying degree (Boccaletti 2006)

 4. Assortative networks (well-connected nodes attract each other) are good in
 percolating (spreading the message further and maintaining the endemic contagion
 for a longer term period). Disassortative networks (nodes with varying degree
 connect together) are better in sync, but the contagion is periodic and short lived
 (Bragard 2007; Newman 2002)




THE ETHICS OF PROMISCUITY
               Or how to make random connections,
                without driving your network crazy.
5. FOCUS ON BROKERS
The nodes that connect different communities, are the best one
  to target when spreading a message. (Stonedahl 2010; Freeman 1997)
Image: CC Laura Billings @ FlickR




       6. MESSAGE = VIRUS
The message should have the capacity to replicate itself
               across the network.
Watch
                                                                              the video on
                                                                              vimeo.com/33742762




Rumours started on Twitter during the London riots were much more long-lived when started with a
  query, which in turn produced statements in support and opposition of the original statement.



      START WITH A QUESTION
    @someone “Is it true what BILD wrote that Angela Merkel
     disappeared?” #weird #politics #germany #shithappens
RECONTEXTUALIZE
Acknowledge the mindset of the target group,
        but bring in some novelty.
Against Putin Facebook group   The viral message should imply
                                       “against Putin”,
                                 not “protect animal rights”




       THE SAME PURPOSE
The message should reiterate the purpose that brings
           the target network together.
PRACTICAL APPLICATIONS
      Facebook Promotion
PRACTICAL APPLICATIONS
       Event Organization
1. Information Cascades
(people should be talking to each other)

2. Giant Component
(most of the people should be connected to each other, bring the “loners” in)

3. Focus on Groups
(better the more densely connected ones, 10% can be enough)

4. Make Random Shortcuts
(communication outside of one’s community, diversity of links)

5. Information Brokers
(people who connect different communities together)

6. Message = Virus
(the message should have the capacity to replicate itself)



                            SUMMARY
           Information Epidemics and Viral Contagion
Ball, F. (1997). Epidemics with two levels of mixing. The Annals of Applied Probability, 7(1), 46–89. Institute of Mathematical Statistics.
Retrieved from http://projecteuclid.org/euclid.aoap/1034625252

Ball, F., Neal, P., & Lyne, O. (2010). Epidemics with two levels of mixing. MOdelling Complex Systems, University of Manchester. Institute of
Mathematical Statistics. Retrieved from http://projecteuclid.org/euclid.aoap/1034625252

Bastian, M.; Heymann, S.; Jacomy, M.; (2009). Gephi: An Open Source Software for Exploring and Manipulating Networks. Association for the
Advancement of Artificial Intelligence

Freeman, L. (1977). A Set of Measures of Centrality Based on Betweenness. Sociometry
Vol. 40, No. 1 (Mar., 1977): 35-41

Hui, C., Goldberg, M., Magdon-Ismail, M., & Wallace, W. A. (2010). Simulating the diffusion of information: An agent-based modeling
approach. International Journal of Agent Technologies and Systems (IJATS), 2(3), 31–46. IGI Global.

Kuperman, M., & Abramson, G. (2001). Small World Effect in an Epidemiological Model. Physical Review Letters, 86(13), 2909-2912.

Newman, M. E. J. (2002a). The spread of epidemic disease on networks.

Newman, M. E. J. (2002b). Assortative mixing in networks. Physical Review Letters, 89(20), 5. American Physical Society. Retrieved from
http://arxiv.org/abs/cond-mat/0205405

Newman, M. E. J., Barabasi, A.-L., & Watts, D. J. (2006). The structure and dynamics of networks. Princeton University Press. doi:10.1073/pnas.
0912671107

Stonedahl, F., Rand, W., & Wilensky, U. (2010). Evolving Viral Marketing Strategies. Learning.

Watts, D. (2002). A simple model of global cascades on random networks. Proceedings of the National Academy of, 99(9), 5766-71.

Xie, J., Sreenivasan, S., Korniss, G., Zhang, W., Lim, C., & Szymanski, B. K. (2011). Social consensus through the influence of committed
minorities. Physical Review E, 84(1), 1-9.

Yan, G., Fu, Z.-qian, Ren, J., & Wang, W.-xu. (2008). Collective Synchronization Induced by Epidemic Dynamics on Complex Networks with
Communities. Science And Technology, 0, 3-7.

Young, H. P. (2002). The Diffusion of Innovations in Social Networks. Economy as an evolving complex system 3, 3(1966), 1-19. Oxford
University Press, USA.



                                         REFERENCES
INFORMATION EPIDEMICS
 AND VIRAL CONTAGION
We used Gephi for network analysis and visualization – 
          download it on www.gephi.org
   We used NetVizz app by Bernhard Rieder to get
                  Facebook data.

           More on www.noduslabs.com -
Contact: Dmitry Paranyushkin | dmitry@noduslabs.com
   Twitter: @thisislikecom | Facebook: Nodus Labs

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Information Epidemics and Viral Contagion

  • 1. INFORMATION EPIDEMICS AND VIRAL CONTAGION Dmitry Paranyushkin / www.noduslabs.com
  • 2. Watch the video on vimeo.com/2035117 SOCIAL NETWORK The nodes are the people, the connections are interactions between them (visualization by Gephi - www.gephi.org)
  • 3. TYPES OF NETWORK Scale-free - degrees distributed following power-law (a few, but significant # of well-connected and disconnected)
  • 4. TYPES OF NETWORK Small world - special case of scale free – tightly-knit loosely connected communities with short distance between the nodes
  • 5. TYPES OF NETWORK Random - degrees distributed “normally” across the nodes (most have an average number of connections)
  • 6. S I R S I S S I R S EPIDEMIC MODELS S: Susceptible, I: Infected, R: Removed/Recovered (Ball 1997; Newman 2002; Newman et al 2006; Watts 2002)
  • 7. Watch the video on vimeo.com/36958670 CONTAGION DYNAMICS Message = Virus
  • 8. “healthy” “infected” HOW DOES IT HAPPEN? Ideology, Trends, Collective action, Protest, Meme...
  • 9. most “friends” adopted a trend, so the blue node does the same finally 1. INFORMATION CASCADES Herd-like behavior, influenced by the others. Only when “conversion threshold“ is exceeded (Watts 2002; Hui et al 2010; Young 2002)
  • 10. no connections between the nodes many connections between the nodes = cascades not possible = cascades can occur 2. GIANT COMPONENT Most nodes must belong to the same component for the global epidemics to occur (Watts 2002; Newman et al 2006)
  • 11. 3. START WITH A GROUP Rapid spread of disease within tightly connected communities can lead to an epidemic outbreak even if the links are loose
  • 12. WHY? Because once the contagion is spread within the group, it will spread across super-network to the other groups (Ball 1997).
  • 13. Better than random nodes, but still not Optimal - leave the same number perfect - immunize random groups of susceptibles in each group STRATEGIES OF RESISTANCE Leave the number of susceptibles the same in each group, thus preventing the virus from spreading within and throughout.
  • 14. 99%? 10% IS ENOUGH. Committed 10% can change the opinion of the majority as long as they persistently broadcast their message (Xie et al 2011)
  • 15. * not too many! 4. BUILD SHORTCUTS Scale-free networks with shortcuts are better in propagating, dense networks are better for cascades. (Kuperman 2001; Yan et al 2008)
  • 16. 1. Amplitude of contagion increases with the higher number of random shortcuts (Cummings 2005; Kuperman 2001) 2. Small-world wirings (links between different communities) enhance network synchronization (Barahora & Pecora 2002). 3. Synchronization (simultaneous information cascades) are boosted if the links are made between the nodes of varying degree (Boccaletti 2006) 4. Assortative networks (well-connected nodes attract each other) are good in percolating (spreading the message further and maintaining the endemic contagion for a longer term period). Disassortative networks (nodes with varying degree connect together) are better in sync, but the contagion is periodic and short lived (Bragard 2007; Newman 2002) THE ETHICS OF PROMISCUITY Or how to make random connections, without driving your network crazy.
  • 17. 5. FOCUS ON BROKERS The nodes that connect different communities, are the best one to target when spreading a message. (Stonedahl 2010; Freeman 1997)
  • 18. Image: CC Laura Billings @ FlickR 6. MESSAGE = VIRUS The message should have the capacity to replicate itself across the network.
  • 19. Watch the video on vimeo.com/33742762 Rumours started on Twitter during the London riots were much more long-lived when started with a query, which in turn produced statements in support and opposition of the original statement. START WITH A QUESTION @someone “Is it true what BILD wrote that Angela Merkel disappeared?” #weird #politics #germany #shithappens
  • 20. RECONTEXTUALIZE Acknowledge the mindset of the target group, but bring in some novelty.
  • 21. Against Putin Facebook group The viral message should imply “against Putin”, not “protect animal rights” THE SAME PURPOSE The message should reiterate the purpose that brings the target network together.
  • 22. PRACTICAL APPLICATIONS Facebook Promotion
  • 23. PRACTICAL APPLICATIONS Event Organization
  • 24. 1. Information Cascades (people should be talking to each other) 2. Giant Component (most of the people should be connected to each other, bring the “loners” in) 3. Focus on Groups (better the more densely connected ones, 10% can be enough) 4. Make Random Shortcuts (communication outside of one’s community, diversity of links) 5. Information Brokers (people who connect different communities together) 6. Message = Virus (the message should have the capacity to replicate itself) SUMMARY Information Epidemics and Viral Contagion
  • 25. Ball, F. (1997). Epidemics with two levels of mixing. The Annals of Applied Probability, 7(1), 46–89. Institute of Mathematical Statistics. Retrieved from http://projecteuclid.org/euclid.aoap/1034625252 Ball, F., Neal, P., & Lyne, O. (2010). Epidemics with two levels of mixing. MOdelling Complex Systems, University of Manchester. Institute of Mathematical Statistics. Retrieved from http://projecteuclid.org/euclid.aoap/1034625252 Bastian, M.; Heymann, S.; Jacomy, M.; (2009). Gephi: An Open Source Software for Exploring and Manipulating Networks. Association for the Advancement of Artificial Intelligence Freeman, L. (1977). A Set of Measures of Centrality Based on Betweenness. Sociometry Vol. 40, No. 1 (Mar., 1977): 35-41 Hui, C., Goldberg, M., Magdon-Ismail, M., & Wallace, W. A. (2010). Simulating the diffusion of information: An agent-based modeling approach. International Journal of Agent Technologies and Systems (IJATS), 2(3), 31–46. IGI Global. Kuperman, M., & Abramson, G. (2001). Small World Effect in an Epidemiological Model. Physical Review Letters, 86(13), 2909-2912. Newman, M. E. J. (2002a). The spread of epidemic disease on networks. Newman, M. E. J. (2002b). Assortative mixing in networks. Physical Review Letters, 89(20), 5. American Physical Society. Retrieved from http://arxiv.org/abs/cond-mat/0205405 Newman, M. E. J., Barabasi, A.-L., & Watts, D. J. (2006). The structure and dynamics of networks. Princeton University Press. doi:10.1073/pnas. 0912671107 Stonedahl, F., Rand, W., & Wilensky, U. (2010). Evolving Viral Marketing Strategies. Learning. Watts, D. (2002). A simple model of global cascades on random networks. Proceedings of the National Academy of, 99(9), 5766-71. Xie, J., Sreenivasan, S., Korniss, G., Zhang, W., Lim, C., & Szymanski, B. K. (2011). Social consensus through the influence of committed minorities. Physical Review E, 84(1), 1-9. Yan, G., Fu, Z.-qian, Ren, J., & Wang, W.-xu. (2008). Collective Synchronization Induced by Epidemic Dynamics on Complex Networks with Communities. Science And Technology, 0, 3-7. Young, H. P. (2002). The Diffusion of Innovations in Social Networks. Economy as an evolving complex system 3, 3(1966), 1-19. Oxford University Press, USA. REFERENCES
  • 26. INFORMATION EPIDEMICS AND VIRAL CONTAGION We used Gephi for network analysis and visualization –  download it on www.gephi.org We used NetVizz app by Bernhard Rieder to get Facebook data. More on www.noduslabs.com - Contact: Dmitry Paranyushkin | dmitry@noduslabs.com Twitter: @thisislikecom | Facebook: Nodus Labs

Editor's Notes

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