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Preprint Jul 2026

TS-Mask VLA: 2D Temporal-Spatial Masking for Vision-Language-Action Model with Effective Bridging

Vision-language-action (VLA) models aim to understand natural-language instructions and visual observations, and to generate and execute corresponding actions as embodied agents. Recently, autoregressive token-based action generation has driven the development of many representative VLA models. However, this paradigm often reduces action generation to next-token prediction, thereby lacking explicit modeling of the spatiotemporal structure of action sequences and the disentanglement between vision-language representations and actions, which can limit performance in long-horizon and complex scenarios. In this paper, we propose TS-Mask VLA, a vision-language-action framework for robot manipulation. TS-Mask VLA is built upon two key designs: (1) a Discrete Diffusion Action Expert equipped with a Bridge Attention conditioning bridge, which enables multi-layer conditioning from the VLM and facilitates more accurate and stable action generation; and (2) a temporal-spatial 2D masking strategy for discrete action tokens that strengthens the model's understanding of cross-time dependencies and inter-dimensional coupling, leading to more structurally consistent action sequences. We conduct extensive experiments on simulation benchmarks and real-world tasks. On LIBERO, TS-Mask VLA achieves a 95.7 percent average success rate with only 0.5B parameters, outperforming significantly larger models. On CALVIN, it attains the best average sequence length of 4.19 and strong long-horizon performance. Comprehensive analyses and ablations further validate the effectiveness of our design.

Shengzhuo Yang, Ronghao Yu, Chuanjie Lv et al. · 0 citations
Conference Jul 2026

Adaptive Observer-Based Optimal Control via Dual Integral Reinforcement Learning

Integral reinforcement learning (IRL) solves the linear quadratic regulator (LQR) problem without requiring the system dynamics matrix, but needs full state measurements. In the absence of states, a dedicated PI observer structure can be used in the learning process, which avoids the limitation of P observer. This paper presents a two-step framework for output-feedback control. The first step applies dual IRL to learn proportional-integral observer gains that achieve loop transfer recovery, preserving the robustness margins of LQR under output feedback. The second step applies primal IRL with the learned observer to obtain the optimal controller from output measurements. The dual IRL algorithm is derived from Newton-Kleinman iteration on the observer algebraic Riccati equation, with convergence guaranteed under standard stabilizability and detectability conditions. Simulation results demonstrate near-optimal performance for both minimum and non-minimum phase systems.

Jie Ren, Bahram Shafai · 0 citations