Understanding and coping with extremism in an online collaborative environment: A data-driven modeling - PubMed
- ️Sun Jan 01 2017
Understanding and coping with extremism in an online collaborative environment: A data-driven modeling
Csilla Rudas et al. PLoS One. 2017.
Abstract
The Internet has provided us with great opportunities for large scale collaborative public good projects. Wikipedia is a predominant example of such projects where conflicts emerge and get resolved through bottom-up mechanisms leading to the emergence of the largest encyclopedia in human history. Disaccord arises whenever editors with different opinions try to produce an article reflecting a consensual view. The debates are mainly heated by editors with extreme views. Using a model of common value production, we show that the consensus can only be reached if groups with extreme views can actively take part in the discussion and if their views are also represented in the common outcome, at least temporarily. We show that banning problematic editors mostly hinders the consensus as it delays discussion and thus the whole consensus building process. To validate the model, relevant quantities are measured both in simulations and Wikipedia, which show satisfactory agreement. We also consider the role of direct communication between editors both in the model and in Wikipedia data (by analyzing the Wikipedia talk pages). While the model suggests that in certain conditions there is an optimal rate of "talking" vs "editing", it correctly predicts that in the current settings of Wikipedia, more activity in talk pages is associated with more controversy.
Conflict of interest statement
Competing Interests: The authors have declared that no competing interests exist.
Figures
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The points are simulation results, solid lines are result of Eq (6).

Top row 3, bottom row 4 groups, left regime II, and right regime III. The lower two graphs show cuts at r = 0.5 and RoE = 0.5 respectively. Let us note the log-linear scale and the relaxation time sometimes grows an order of magnitude within small changes of RoE.
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N = 1000, r = 0.5, ϵA = 0.15, μA = 0.7, left: RoE = 0.5, right: RoE = 0.9.

N = 1000, r = 0.5, ϵA = 0.15, μA = 0.7, left: RoE = 0.2, right: RoE = 0.5.

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Notation: en: English, de: German, fa: Persian, RI, RII, RIII stands for Simulation in regime I, II, III respectively. On the main plot only regime III is shown the other regimes for the model are shown in the inset.

Notation: en: English, de: German, fa: Persian. On the main plot only simulation results of regime III is shown the numerical results of the other regimes of the model are only shown in the inset.
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TY has received funding from the European Union’s Horizon2020 research and innovation program under grant agreement No 645043; "HUMANE: a typology, method and roadmap for HUman-MAchine NEtworks".
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