Learning through the Grapevine: The Impact of Noise and the Breadth and Depth of Social Networks
December 08, 2018 Β· Declared Dead Β· π ACM Conference on Economics and Computation
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Authors
Matthew O. Jackson, Suraj Malladi, David McAdams
arXiv ID
1812.03354
Category
physics.soc-ph
Cross-listed
cs.SI
Citations
9
Venue
ACM Conference on Economics and Computation
Last Checked
3 months ago
Abstract
We examine how well people learn when information is noisily relayed from person to person; and we study how communication platforms can improve learning without censoring or fact-checking messages. We analyze learning as a function of social network depth (how many times information is relayed) and breadth (the number of relay chains accessed). Noise builds up as depth increases, so learning requires greater breadth. In the presence of mutations (deliberate or random) and transmission failures of messages, we characterize sharp thresholds for breadths above which receivers learn fully and below which they learn nothing. When there is uncertainty about mutation rates, optimizing learning requires either capping depth, or if that is not possible, limiting breadth by capping the number of people to whom someone can forward a message. Limiting breadth cuts the number of messages received but also decreases the fraction originating further from the receiver, and so can increase the signal to noise ratio. Finally, we extend our model to study learning from message survival: e.g., people are more likely to pass messages with one conclusion than another. We find that as depth grows, all learning comes from either the total number of messages received or from the content of received messages, but the learner does not need to pay attention to both.
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