Yulin Huang

Yulin Huang


Research Focus & Metrics

Academic Career Length

2Years (2025-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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3 March 2026 in Preprints.org
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YHYulin Huang
Yulin Huang
Large Language Model (LLM) based multi-agent systems have demonstrated remarkable potential in automating complex software engineering tasks. However, existing frameworks such as MetaGPT and AutoGen suffer from critical limitations including static role assignments, cascading hallucinations in long-horizon tasks, and the absence of experience accumulation mechanisms. We propose Eco-Evolve, a self-reflective multi-agent collaboration framework that addresses these challenges through three key innovations: (1) a dynamic topology generation mechanism that adaptively constructs agent communication graphs based on task complexity, (2) a system reflection module featuring a dedicated Critic Agent for deliberate verification at critical checkpoints, and (3) an error-driven self-evolution mechanism inspired by Hindsight Experience Replay (HER) that enables prompt optimization through experiential learning. We evaluate Eco-Evolve on SWE-bench Verified and DevBench, achieving62.3% and 73.5% respectively, representing improvements of26.6% and 14.7% over the strongest baseline. Comprehensive ablation studies validate the contribution of each component, demonstrating that integrating dynamic collaboration, deliberate reflection, and continuous evolution significantly advances the state of the art in automated software engineering.

25 December 2025 in Preprints.org
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YOYingxin Ou
Yingxin Ou
SHSumeng Huang
Sumeng Huang
RYRuobing Yan
Ruobing Yan
KZKan Zhou
Kan Zhou
YSYingyi Shu
Yingyi Shu
YHYulin Huang
Yulin Huang
This study proposes a modeling method based on second-order differencing and residual regulation to address non-stationarity and noise in time series forecasting. Second-order differencing is first applied to weaken trend and seasonal components, making the data closer to a stationary state and providing stable inputs for subsequent modeling. On this basis, a residual regulation mechanism is introduced to dynamically incorporate prediction errors into model updates, reducing the negative impact of residual accumulation on stability. By combining linear regression with regularization, the method achieves parameter sparsity on differenced features, which enhances the characterization of key dynamic patterns while avoiding overfitting. Furthermore, a multi-step forecasting framework is constructed that considers both trends and fluctuations during recursive prediction, allowing the model to maintain high accuracy and robustness under complex conditions. Experiments conducted on the Kaggle retail transaction dataset include multidimensional comparative analysis, showing that the method outperforms baseline models in mean squared error, mean absolute error, mean absolute percentage error, and coefficient of determination. The results confirm its ability to capture both long-term trends and short-term fluctuations in retail transaction data. Graphical analysis further demonstrates that the proposed method fits well across different fluctuation ranges and remains consistent and reasonable even under abnormal volatility or extreme changes. In conclusion, the combination of second-order differencing and residual regulation provides a novel and effective solution for forecasting complex non-stationary time series and shows practical value in business data modeling tasks.