LAUSR.org creates dashboard-style pages of related content for over 1.5 million academic articles. Sign Up to like articles & get recommendations!

Counter-Intuitive Characteristics of Rational Decision-Making Using Biased Inputs in Information Networks

Photo by alterego_swiss from unsplash

We consider an information network comprised of nodes that are: rational-information-consumers (RICs) and/or biased-information-providers (BIPs). Making the reasonable abstraction that any external event is reported as an answer to a… Click to show full abstract

We consider an information network comprised of nodes that are: rational-information-consumers (RICs) and/or biased-information-providers (BIPs). Making the reasonable abstraction that any external event is reported as an answer to a logical statement, we model each node’s information-sharing behavior as a binary channel. For various reasons, malicious or otherwise, BIPs might share incorrect reports of the event regardless of their private beliefs. In doing so, a BIP might favor one of the two outcomes, exhibiting intentional or unintentional bias (e.g. human cognitive biases). Inspired by the limitations of humans and low-memory devices in information networks, we previously investigated a graph-blind rational-information-consumer interested in identifying the ground truth. We concluded that to minimize its error probability, graph-blind RIC follows a counter-intuitive but tractable rule. In this work, we build on this foundational knowledge: “graph-blind RICs prefer the combination of information-providers that are all fully-biased against the a-priori likely input, over all other combinations.” Upon studying RICs with partial knowledge of the network graph, we find that they act similar to graph-blind RICs when their BIPs “listen to” sufficiently many information-providers of their own. Furthermore, if a common node is informing/influencing all $n$ BIPs of a partially-aware RIC, that RIC anticipates its discovery of the “influential node” to diminish the average error probability by a factor that increases exponentially with $n$ . However, from the partially-aware RIC’s perspective, choosing $n$ fully-, similarly-biased BIPs outweighs the discovery of influential nodes among its BIPs’ sources. These insights might inform the design of consumer-centric information networks.

Keywords: information networks; tex math; inline formula; information

Journal Title: IEEE/ACM Transactions on Networking
Year Published: 2021

Link to full text (if available)


Share on Social Media:                               Sign Up to like & get
recommendations!

Related content

More Information              News              Social Media              Video              Recommended



                Click one of the above tabs to view related content.