renatomatz / dyna_aco

Code used in the paper Modeling Social Learning Using Dyna-Q and Ant Colony Optimization.

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Dyna-Q Ant Colony Optimization

This library contains the code used in the paper Modeling Social Learning Using Dyna-Q and Ant Colony Optimization. The following is its introduction:

The way humans perceive their environment dictates how they make decisions; this perception is ever-changing, based on previous conceptions and influenced by personal experience. Transitioning from one belief to another is often noisy and subject to the whims of those who influence public information the most. The rational expectations (RE) framework dominated macroeconomic models during late twentieth century, and to a large extent remain the predominant technique used in modern models. However, the the theory treats agents as perfectly informed of their environment's structure, distributions and dynamics, which allows for a more direct analysis of stable points in the model. Bounded rationality models in macroeconomics have tried to supplement RE models by introducing limits to agents' forecasting abilities. Adaptive learning (AL) has become the most prominent amongst bounded rationality models, although several other approaches to modeling learning have been developed.

This paper aims to extend the branch of AL known as social learning, first developed by Arifovic. Social learning aims to model how one agent learns in the context of other agents' decisions as well as their own. We contribute to the literature by using the Dyna-Q model-based architecture to represent societal beliefs with a distributed fitting approach inspired by Ant Colony Optimization. The techniques proposed here also enable models that connect both social and individual learning, unlike previous techniques which compromised on one approach.

We also explore how individual learning can take place without full knowledge of the environment's dynamics and rewards. Although dynamic programming methods yield quick and unbiased solutions, the procedure's transition from one state of belief to another is not informative in and of itself. The methods outlined in this paper maintain key properties of commonly used dynamic programming techniques while introducing decentralized information dynamics based on socially-learned models and possible channels for misinformation. We believe that our work will enable a more realistic study of how autonomous agents influence the dissemination of information based on experience in an environment with unknown dynamics.

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Code used in the paper Modeling Social Learning Using Dyna-Q and Ant Colony Optimization.

License:MIT License


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