Arrow Research search

Author name cluster

Sichao Wu

Possible papers associated with this exact author name in Arrow. This page groups case-insensitive exact name matches and is not a full identity disambiguation profile.

2 papers
1 author row

Possible papers

2

EAAI Journal 2026 Journal Article

Transformer-based explicit model predictive control with variable prediction horizon

  • Sichao Wu
  • Jiang Wu
  • Xingyu Cao
  • Fawang Zhang
  • Guangyuan Yu
  • Junjie Zhao
  • Yue Qu
  • Fei Ma

Traditional online Model Predictive Control (MPC) methods often suffer from excessive computational complexity, limiting their practical deployment. Explicit MPC mitigates online computational load by pre-computing control policies offline, however, existing explicit MPC methods typically rely on simplified system dynamics and cost functions, restricting their accuracy for complex systems. This paper proposes a novel Transformer-based explicit MPC algorithm (TransMPC) capable of generating highly accurate control sequences in real-time for complex dynamic systems. The Transformer is a deep learning architecture utilizing self-attention mechanisms to process sequential data. Specifically, we formulate the MPC policy as an encoder-only Transformer leveraging bidirectional self-attention, enabling simultaneous inference of entire control sequences in a single forward pass. This design inherently accommodates variable prediction horizons while ensuring low inference latency. Furthermore, we introduce a direct policy optimization framework that alternates between sampling and learning phases. Unlike imitation-based approaches dependent on precomputed optimal trajectories, TransMPC directly optimizes the true finite-horizon cost via automatic differentiation. Random horizon sampling combined with a replay buffer provides independent and identically distributed (i. i. d.) training samples, ensuring robust generalization across varying states and horizon lengths. Extensive simulations and real-world multi-platform experiments demonstrate that TransMPC achieves up to 81. 97%–516. 74% faster inference than recurrent-based methods, while maintaining high accuracy in both tracking and manipulation tasks. Specifically, in the mobile robot trajectory tracking task, TransMPC achieves lateral tracking errors as low as 0. 008 m, along with millimeter-level positioning and sub-degree orientation accuracy on a 7-degrees of freedom drill arm.

TCS Journal 2014 Journal Article

Limit cycle structure for dynamic bi-threshold systems

  • Sichao Wu
  • Abhijin Adiga
  • Henning S. Mortveit

In this paper we determine the limit cycle structures of synchronous and sequential finite dynamical systems governed by dynamic bi-threshold functions over non-uniform networks. So far, work in this area has been concerned with static threshold values, and our results generalize these. In particular, this includes the celebrated result by Goles and Olivos on synchronous neural networks (1981) [5], the work by Kuhlman et al. (2012) [12] on static bi-threshold systems, and the work by Chang et al. (2014) [2] on dynamic standard threshold systems. In our work, the state of each vertex v includes the usual binary state x v ∈ { 0, 1 }, the dynamic up-thresholds k v ↑ and down-thresholds k v ↓ whose values change only upon a transition of x v. We show that the projection of the periodic orbits onto the Boolean x-dynamics have maximal size 2 under the synchronous update method regardless of how the up- and down-thresholds evolve. The proof is a careful extension of the technique originally developed in the proof by Goles and Olivos (1981) [5] and which was later modified by Kuhlman et al. (2012) [12] to cover bi-threshold systems. We also derive sufficient conditions on the evolution of the up- and down-thresholds that ensures that the sequential systems only have fixed points as limit sets. The results should be relevant for modeling and analyzing a large range of social and biological systems where agent adaptation occurs and needs to be accounted for.

v2026.09.13