A deep Q-learning method for optimizing visual search strategies in backgrounds of dynamic noise
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Abstract (arXiv)
Humans process visual information with varying resolution (foveated visual system) and explore images by orienting through eye movements the high-resolution fovea to points of interest. The Bayesian ideal searcher (IS) that employs complete knowledge of task-relevant information optimizes eye movement strategy and achieves the optimal search performance. The IS can be employed as an important tool to evaluate the optimality of human eye movements, and potentially provide guidance to improve human observer visual search strategies. Najemnik and Geisler (2005) derived an IS for backgrounds of spatial 1/f noise. The corresponding template responses follow Gaussian distributions and the optimal search strategy can be analytically determined. However, the computation of the IS can be intractable when considering more realistic and complex backgrounds such as medical images. Modern reinforcement learning methods, successfully applied to obtain optimal policy for a variety of tasks, do not require complete knowledge of the background generating functions and can be potentially applied to anatomical backgrounds. An important first step is to validate the optimality of the reinforcement learning method. In this study, we investigate the ability of a reinforcement learning method that employs Q-network to approximate the IS. We demonstrate that the search strategy corresponding to the Q-network is consistent with the IS search strategy. The findings show the potential of the reinforcement learning with Q-network approach to estimate optimal eye movement planning with real anatomical backgrounds.
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References · 7
- 2013Playing Atari with Deep Reinforcement Learningcited by 3,211
- 2014Recurrent Models of Visual Attentioncited by 344
- 2019Approximating the Ideal Observer and Hotelling Observer for binary signal detection tasks by use of supervised learning methodscited by 14
- 2020Approximating the Ideal Observer for joint signal detection and localization tasks by use of supervised learning methodscited by 11
- 2020Markov-Chain Monte Carlo Approximation of the Ideal Observer using Generative Adversarial Networkscited by 8
- 2021A Hybrid Approach for Approximating the Ideal Observer for Joint Signal Detection and Estimation Tasks by Use of Supervised Learning and Markov-Chain Monte Carlo Methodscited by 5
- 2020Learning Numerical Observers using Unsupervised Domain Adaptationcited by 2
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