Q. Sun

Dr. Q. Sun


Research Focus & Metrics

Academic Career Length

4Years (2023-Present)

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

Representative Publications

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4 February 2025 in International Journal of Machine Learning and Cybernetics
Verified
Journal Article
Closed access
PDF file
ZYZiqi Yuan
Ziqi Yuan
QSQ. Sun
Q. Sun
HZHaoyi Zhou
Haoyi Zhou
MSMinglai Shao
Minglai Shao
XFXingcheng Fu
Xingcheng Fu

27 February 2025 in Neural Networks
Verified
Journal Article
Closed access
HHHongren Huang
Hongren Huang
JLJianxin Li
Jianxin Li
FLFeihong Lu
Feihong Lu
LWLihong Wang
Lihong Wang
QLQian Li
Qian Li
QSQ. Sun
Q. Sun

27 May 2024 in International Journal of Machine Learning and Cybernetics
Verified
Journal Article
Closed access
PDF file
YSYudan Song
Yudan Song
YWYuecen Wei
Yuecen Wei
HYHaonan Yuan
Haonan Yuan
QSQ. Sun
Q. Sun
XFXingcheng Fu
Xingcheng Fu
XLXianxian Li
Xianxian Li

10 September 2025 in Mathematics
Verified
Journal Article
Open access
PDF file
FZFei Zhou
Fei Zhou
CWChunpeng Wu
Chunpeng Wu
YWYue Wang
Yue Wang
QYQinghe Ye
Qinghe Ye
ZTZhenying Tai
Zhenying Tai
QSQ. Sun
Q. Sun
The complex electricity consumption situation on the customer side and large-scale wind and solar power generation have gradually shifted the traditional “source-follow-load” model in the power system towards the “source-load interaction” model. At present, the voltage regulation methods require excessive computing resources to accurately predict the fluctuating load under the new energy structure. However, with the development of artificial intelligence and cloud computing, more methods for processing big data have emerged. This paper proposes a new method for electricity consumption analysis that combines traditional mathematical statistics with machine learning to overcome the limitations of non-intrusive load detection methods and develop a distributed optimization of cloud–edge–device distribution networks based on electricity consumption. Aiming at problems such as overfitting and the demand for accurate short-term renewable power generation prediction, it is proposed to use the long short-term memory method to process time series data, and an improved algorithm is developed in combination with error feedback correction. The R2 value of the coupling algorithm reaches 0.991, while the values of RMSE, MAPE and MAE are 1347.2, 5.36 and 199.4, respectively. Power prediction cannot completely eliminate errors. It is necessary to combine the consistency algorithm to construct the regulation strategy. Under the regulation strategy, stability can be achieved after 25 iterations, and the optimal regulation is obtained. Finally, the cloud–edge–device distributed coevolution model of the power grid is obtained to achieve the economy of power grid voltage control.

7 May 2025 in International Journal of Machine Learning and Cybernetics
Verified
Journal Article
Closed access
PDF file
ZYZiqi Yuan
Ziqi Yuan
HZHaoyi Zhou
Haoyi Zhou
QSQ. Sun
Q. Sun

28 May 2026 in Preprints.org
Verified
Preprint
Open access
PDF file
QSQ. Sun
Q. Sun
HYHaonan Yuan
Haonan Yuan
YHYi Huang
Yi Huang
ZZZiwei Zhang
Ziwei Zhang
XFXingcheng Fu
Xingcheng Fu
PYPhilip S Yu
Philip S Yu
Foundation models have emerged as a dominant paradigm in machine learning, enabling broad generalization and efficient adaptation across diverse tasks and domains. While this paradigm has achieved remarkable success in language and vision data, its extension to structured data remains far less understood. Foundation models for structured data are an emerging yet highly impactful research area with a rapidly growing body of literature. In this survey, we provide a systematic analysis of foundation models for structured data, focusing on tabular, time series, and graph data, covering over 150 representative methods. We analyze the intrinsic properties and inductive biases of structured data, clarify the core concepts of foundation models, and conduct an in-depth analysis of the key challenges that hinder the development of foundation models for structured data. Building on these insights, we organize existing approaches into a coherent taxonomy based on tokenization, architectures, pre-training objectives, and adaptation strategies. Finally, we discusse merging research directions and open problems, aiming to provide guidance toward more principled and scalable foundation models for structured data.