Core Concepts
The paper proposes a novel dynamic partial average (DPAV) estimator to mitigate the overestimation bias in reinforcement learning-based dialogue policy learning, which improves the accuracy of action value estimation and leads to better dialogue performance.
Abstract
The paper focuses on the overestimation problem in reinforcement learning (RL)-based dialogue policy learning for task-completion dialogue systems. The overestimation bias in the maximum action value estimation can lead to inaccurate action values and suboptimal dialogue policies.
To address this issue, the paper proposes a dynamic partial average (DPAV) estimator. DPAV calculates the partial average between the predicted maximum action value and the predicted minimum action value, where the weights are dynamically adaptive and problem-dependent. This helps to shift the estimation towards the ground truth maximum action value and mitigate the overestimation bias.
The DPAV estimator is incorporated into a deep Q-network as the dialogue policy module. Experiments on three dialogue datasets show that the DPAV DQN method can achieve better or comparable results compared to top baselines, with a lower computational load. The paper also provides theoretical analysis on the convergence and the upper/lower bounds of the bias for the DPAV estimator.
The key highlights and insights are:
This is the first work to investigate and handle the overestimation problem in RL-based dialogue policy learning.
The proposed DPAV estimator effectively alleviates the overestimation bias with lower computational complexity compared to ensemble-based methods.
Theoretical analysis proves the convergence of DPAV Q-learning and derives the bias bounds, demonstrating its effectiveness.
Empirical results on multiple dialogue datasets show the superior performance of DPAV DQN over state-of-the-art baselines.
Stats
The paper does not provide any specific numerical data or metrics in the main text. The results are presented in the form of learning curves and comparative analysis.