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Chuan Jiang

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3 papers
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3

NeurIPS Conference 2025 Conference Paper

S'MoRE: Structural Mixture of Residual Experts for Parameter-Efficient LLM Fine-tuning

  • Hanqing Zeng
  • Yinglong Xia
  • Zhuokai Zhao
  • Chuan Jiang
  • Qiang Zhang
  • Jiayi Liu
  • Qunshu Zhang
  • Lizhu Zhang

Fine-tuning pre-trained large language models (LLMs) presents a dual challenge of balancing parameter efficiency and model capacity. Existing methods like low-rank adaptations (LoRA) are efficient but lack flexibility, while Mixture-of-Experts (MoE) enhance model capacity at the cost of more & under-utilized parameters. To address these limitations, we propose Structural Mixture of Residual Experts (S’MoRE), a novel framework that seamlessly integrates the efficiency of LoRA with the flexibility of MoE. Conceptually, S’MoRE employs hierarchical low-rank decomposition of expert weights, yielding residuals of varying orders interconnected in a multi-layer structure. By routing input tokens through sub-trees of residuals, S’MoRE emulates the capacity of numerous experts by instantiating and assembling just a few low-rank matrices. We craft the inter-layer propagation of S’MoRE’s residuals as a special type of Graph Neural Network (GNN), and prove that under similar parameter budget, S’MoRE improves structural flexibility of traditional MoE (or Mixture-of-LoRA) by exponential order. Comprehensive theoretical analysis and empirical results demonstrate that S’MoRE achieves superior fine-tuning performance, offering a transformative approach for efficient LLM adaptation. Our implementation is available at: https: //github. com/ZimpleX/SMoRE-LLM.

LPAR Conference 2018 Conference Paper

Improving SAT-based Bounded Model Checking for Existential CTL through Path Reuse

  • Chuan Jiang
  • Gianfranco Ciardo

A complementary technique to decision-diagram-based model checking is SAT-based bounded model checking (BMC), which reduces the model checking problem to a propositional satisfiability problem so that the corresponding formula is satisfiable iff a counterexample or witness exists. Due to the branching time nature of computation tree logic (CTL), BMC for the universal fragment of CTL (ACTL) considers a counterexample in a bounded model as a set of bounded paths. Since the existential fragment of CTL (ECTL) is dual to ACTL, and ACTL formulas are often negated to obtain ECTL ones in practice, we focus on BMC for ECTL and propose an improved translation that generates a possibly smaller propositional formula by reducing the number of bounded paths to be considered in a witness. Experimental results show that the formulas generated by our approach are often easier for a SAT solver to answer. In addition, we propose a simple modification to the translation so that it is also defined for models with deadlock states.

LPAR Conference 2013 Conference Paper

Partial Backtracking in CDCL Solvers

  • Chuan Jiang
  • Ting Zhang

Abstract Backtracking is a basic technique of search-based satisfiability (SAT) solvers. In order to backtrack, a SAT solver uses conflict analysis to compute a backtracking level and discards all the variable assignments made between the conflicting level and the backtracking level. We observed that, due to the branching heuristics, the solver may repeat lots of previous decisions and propagations later. In this paper, we present a new backtracking strategy, which we refer to as partial backtracking. We implemented this strategy in our solver Nigma. Using this strategy, Nigma amends the variable assignments instead of discarding them completely so that it does not backtrack as many levels as the classic strategy. Our experiments show that Nigma solves 5% more instances than the version without partial backtracking.

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