Author
Kaplan, L., Şensoy, Murat, Chakraborty, S., de Mel, G.
Publication Date
2015
Publication Place
-
Elsevier
Subject
Subjective logic, Partial observations, Dirichlet distributions, Uncertain information, Trust management
Type
Periodical
Language
English
Digital
Yes
Manuscript
No
Library
Özyeğin University
Library Asset ID
1872-6305
Record ID
abf0f2dc-7618-4f75-bd5d-c7de9b1828ab
Library Location
Computer Science
Date
2015
Notes
U.S. Army Research Laboratory ; U.K. Ministry of Defence ; TÜBİTAK
Sample Text
Subjective Logic (SL) is a type of probabilistic logic, which is suitable for reasoning about situations with
uncertainty and incomplete knowledge. In recent years, SL has drawn a significant amount of attention from the multi-agent systems community as it connects beliefs and uncertainty in propositions to a rigorous
statistical characterization via Dirichlet distributions. However, one serious limitation of SL is that the belief updates are done only based on completely observable evidence. This work extends SL to incorporate belief updates from partially observable evidence. Normally, the belief updates in SL presume that the current evidence for a proposition points to only one of its mutually exclusive attribute states. Instead, this work considers that the current attribute state may not be completely observable, and instead, one is only able to obtain a measurement that is statistically related to this state. In other words, the SL belief is updated based upon the likelihood that one of the attributes was observed. The paper then illustrates properties of the partial observable updates as a function of the state likelihood and illustrates the use of these likelihoods for a trust estimation application. Finally, the utility of the partial observable updates is demonstrated via various simulations including the trust estimation case.
DOI
10.1016/j.inffus.2015.01.005
Cilt
26