Efficient Communication via Reinforcement Learning
Licentiate thesis, 2022
In this thesis we combine the information-theoretic perspective on language with recent advances in deep multi-agent reinforcement learning. We explore how efficient communication emerges between two artificial agents in a signaling game as a by-product of them maximizing a shared reward signal. This is tested in the domain of colors and numeral systems, two domains in which human languages tends to support efficient communication. We find that the communication developed by the artificial agents in these domains shares characteristics with human languages when it comes to efficiency and structure of semantic partitions. even though the agents lack the full perceptual and linguistic architecture of humans.
Our results offer a computational learning perspective that may complement the information-theoretic view on the structure of human languages. The results also suggests that reinforcement learning is a powerful and flexible framework that can be used to test and generate hypotheses in silico.
Author
Emil Carlsson
Chalmers, Computer Science and Engineering (Chalmers), Data Science and AI
Learning Approximate and Exact Numeral Systems via Reinforcement Learning
Proceedings of the 43rd Annual Meeting of the Cognitive Science Society: Comparative Cognition: Animal Minds, CogSci 2021,;Vol. 43(2021)
Paper in proceeding
A reinforcement-learning approach to efficient communication
PLoS ONE,;Vol. 15(2020)
Journal article
Subject Categories
Computer Science
Publisher
Chalmers
EDIT 8103/Online
Opponent: Noah Goodman, Associate Professor, Department of Psychology, Stanford University, USA