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Xiong, H.-D.

Publications and source records attributed to Xiong, H.-D..

2 recordsLinked to original sources

Human Strategy Adaptation in Reinforcement Learning Resembles Policy Gradient Ascent

A hallmark of intelligence is the ability to adapt behavior to changing environments, which requires adapting ones own learning strategies. This phenomenon is known as learning to learn or meta-learning. Although well established in humans and animals, a computational framework that characterizes how biological agents adapt their learning strategies through experience remains elusive. Here we posit that humans update their learning strategies online through a gradient-based meta-learning process, effectively optimizing how they learn. However, estimating how these strategies evolve over time remains a significant challenge since traditional cognitive models, such as reinforcement learning (RL), typically assume that agents use static strategies. To address this, we introduce DynamicRL, a method that leverages neural networks to estimate the evolution of an individuals RL strategy by tracking cognitive parameters such as learning rates over time. Across four human bandit tasks, DynamicRL consistently outperforms traditional RL models with fixed parameters in fitting behavior, confirming that humans adapt their RL strategies over time. RL parameters estimated by DynamicRL reveal trajectories that systematically increase the expected reward of the RL strategy. The parameter updates at each step resemble policy gradient ascent, and their optimality correlates with the strength of the gradient signal. Moreover, these RL parameters evolve more slowly than decision variables, supporting the hierarchical relationship between strategy learning and value learning. Our work provides a computational framework that expands the hypothesis space from understanding strategies to understanding strategy adaptation, bridging adaptive behavior in biological and artificial intelligence through meta-learning.

animal behavior and cognition↗

Deep Learning Improves Parameter Estimation in Reinforcement Learning Models

AO_SCPLOWBSTRACTC_SCPLOWCognitive models are widely used in psychology and neuroscience to formulate and test hypotheses about cognitive processes. These processes are characterized by model parameters, which are then used for scientific inference. The reliability of scientific conclusions from cognitive modeling depends critically on the reliability of parameter estimation, yet estimating parameters remains a universal challenge particularly when data are too limited to constrain them. In such cases, multiple sets of parameters may explain the experimental data equally well within the same model, raising the question of which parameters are scientifically meaningful. We refer to this problem as parameter ambiguity. In this paper, we investigate parameter ambiguity in reinforcement learning under two optimization methods. We employ the de facto Nelder-Mead method (fminsearch) and a neural network trained to estimate parameters using a modern deep learning pipeline, which has seen limited application in cognitive modeling. Across ten decision-making datasets, we consistently find that the two methods produce substantially different parameter estimates despite achieving nearly identical fitting performance. To address this ambiguity, we introduce a systematic evaluation framework that goes beyond predictive accuracy to assess generalizability, robustness, identifiability, and test-retest reliability, thereby offering principled guidance on which parameter estimates should inform scientific inference. Applying this framework reveals that the neural network with a deep learning pipeline outperforms across these metrics. Our study establishes parameter ambiguity as an underappreciated challenge with significant implications for scientific replicability, highlighting that the choice of optimization method is a critical factor shaping scientific conclusions. We advocate for our multi-faceted evaluation approach to ensure reliable scientific inference and for broader integration of modern deep learning pipelines into cognitive modeling.

animal behavior and cognition↗