idw – Informationsdienst Wissenschaft
Nachrichten, Termine, Experten
Nachrichten, Termine, Experten
idw - Informationsdienst
Wissenschaft
Information spreads fast in social networks. This could be observed during recent events. Now computer scientists from the German Saarland University provide the mathematical proof for this and come up with a surprising explanation.
“It is fascinating,” Tobias Friedrich of the Cluster of Excellence on “Multimodal Computing and Interaction” says. He points out that so far, it has been assumed that the uncontrolled growth in social networks creates a structure on which information spreads very fast. “But now we can prove it in a mathematical way,” says Friedrich, who leads the independent research group “Random Structures and Algorithms.”
Together with his research colleagues Benjamin Doerr, adjunct professor for algorithms and complexity at Saarland University, and the PhD student Mahmoud Fouz he proved that information spreads in social networks much faster than in networks where everyone communicates with everyone else, or in networks whose structure is totally random.
The scientists explain their results through the successful combination of persons with many contacts and persons with only a few contacts. “A person who keeps only a few connections can inform all of these contacts very fast,” Friedrich says. Additionally, it can be proved that among these few contacts there always is a highly networked person who is contacted by a lot of other people in the social network, the scientist points out. “Therefore everybody in these networks gets informed rapidly.”
To model how people connect with each other in a social network, the scientists chose so-called preferential attachment graphs as a basic network model. It assumes that new members of a social network would more likely connect to a person maintaining many connections than to a person with only a few contacts. The communication within the network is based on the model that every person regularly exchanges all information with his or her contacts, but never speaks to the person contacted in the previous communication round.
It took the scientists twelve pages to write down the mathematical proof. They explain the concept of the proof more simply in the article “Why Rumors Spread Fast in Social Networks,” published in the peer-reviewed magazine “Communications of the ACM” in June.
Computer Science on the Saarland University campus
A unique number of renowned computer science institutes do research on the campus in Saarbrucken, Germany. In addition to the computer science faculty and the Cluster of Excellence, these include the German Research Center for Artificial Intelligence (DFKI), the Max Planck Institute for Informatics, the Max Planck Institute for Software Systems, the Center for IT Security, Privacy and Accountability and the Intel Visual Computing Institute.
See also:
Social Networks Spread Rumors in Sublogarithmic Time
www.mpi-inf.mpg.de/~tfried/paper/2012CACM.pdf
For further information please contact:
Tobias Friedrich
Cluster of Excellence “Multimodal Computing and Interaction"
Phone: 0681 9325 1055
E-Mail: t.friedrich@mpi-inf.mpg.de
Gordon Bolduan
Science Communication
Cluster of Excellence “Multimodal Computing and Interaction"
Phone: 0681 302-70741
E-Mail: bolduan@mmci.uni-saarland.de
http://www.mpi-inf.mpg.de/~tfried/paper/2012CACM.pdf
Merkmale dieser Pressemitteilung:
Journalisten, Wissenschaftler
Informationstechnik, Mathematik
überregional
Forschungsergebnisse
Englisch
Sie können Suchbegriffe mit und, oder und / oder nicht verknüpfen, z. B. Philo nicht logie.
Verknüpfungen können Sie mit Klammern voneinander trennen, z. B. (Philo nicht logie) oder (Psycho und logie).
Zusammenhängende Worte werden als Wortgruppe gesucht, wenn Sie sie in Anführungsstriche setzen, z. B. „Bundesrepublik Deutschland“.
Die Erweiterte Suche können Sie auch nutzen, ohne Suchbegriffe einzugeben. Sie orientiert sich dann an den Kriterien, die Sie ausgewählt haben (z. B. nach dem Land oder dem Sachgebiet).
Haben Sie in einer Kategorie kein Kriterium ausgewählt, wird die gesamte Kategorie durchsucht (z.B. alle Sachgebiete oder alle Länder).
