Jianke Yu

dblp:316/0485 · DBLP profile ↗
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11ranked-venue papers in the field
3as first author
11since 2021 · last 2026
0000-0002-2032-7727ORCID · verified

Domains — venue-derived; a paper can count in several

Database Systems & Data Management · 5 (2 first)Data Mining & Knowledge Discovery · 3 (1 first)Other / Interdisciplinary · 2Knowledge Engineering, Semantic Web & Information Systems · 1
YearPublicationVenuePosition
2026 Finding critical users in social networks with reinforcement learning
Xulu Gong, Hanchen Wang 0001, Jianke Yu, Chen Chen 0017, Xiaoyang Wang 0002, Kecheng Wang, Xubo Wang, Ying Zhang 0001
Inf. Sci.3
2026 MGDN: A Graph of Graphs Neural Network for Malware Detection
Jianke Yu, Hanchen Wang 0001, Ying Zhang 0001, Wenjie Zhang 0001, Lu Qin 0001, Longbin Lai, Bailin Yang
IEEE Trans. Knowl. Data Eng.1
2025 AEFA: An Ensemble Framework for Fraud Detection in the Forex Market
Weiyuan Wang, Jianke Yu, Zhengyi Yang 0001, Mingchen Ju, Shuyue Yu, Jinglin Wu, Lifan Liu, Yongfei Liu, John Shepherd 0001, Wenjie Zhang 0001
ADMA (3)2
2025 RPDN: An Effective Rating Pollution Attacks Detection Framework for Recommendation Systems
Yongrui Gu, Jianke Yu, Yongye Li, Peiting Xie, Xiaoyang Wang 0002, Chen Chen 0017
PAKDD (3)2
2025 IGFM: An Enhanced Graph Similarity Computation Method with Fine-Grained Analysis
abstract
Abstract In the rapidly advancing field of graph-based applications, accurate graph similarity computing (GSC) has become increasingly important. However, due to the complexity of graph structures, this task remains a challenge because of the intricate calculations involved. To solve the limitations of existing works, this paper introduces the Interpretable Graph Fusion Model (), a novel framework designed to enhance the accuracy and efficiency of graph similarity computation. Specifically, our model can fully utilize graph structure information and comprehensively assess graph similarity at both fine-grained and coarse-grained levels, ultimately achieving more accurate predictions. Experimented extensively across four real-world datasets, demonstrates a significant improvement over existing SOTA methods to solve the GSC challenge. In numerous experimental tests, our model shows performance improvements in terms of MSE (Mean Squared Error), ranging from 4.66% to as much as 56.92% compared to the second-best method.
Min Pei, Jianke Yu, Chen Chen 0017, Hanchen Wang 0001, Xiaoyang Wang 0002, Ying Zhang 0001
Data Sci. Eng.2
2025 Correction to: IGFM: An Enhanced Graph Similarity Computation Method with Fine‑Grained Analysis
Min Pei, Jianke Yu, Chen Chen 0017, Hanchen Wang 0001, Xiaoyang Wang 0002, Ying Zhang 0001
Data Sci. Eng.2
2025 Deep Overlapping Community Search via Subspace Embedding
abstract
Overlapping Community Search (OCS) identifies nodes that interact with multiple communities based on a specified query. Existing community search approaches fall into two categories: algorithm-based models and Machine Learning-based (ML) models. Despite the long-standing focus on this topic within the database domain, current solutions face two major limitations: 1) Both approaches fail to address personalized user requirements in OCS, consistently returning the same set of nodes for a given query regardless of user differences. 2) Existing ML-based CS models suffer from severe training efficiency issues. In this paper, we formally redefine the problem of OCS. By analyzing the gaps in both types of approaches, we then propose a general solution for OCS named S parse S ubspace F ilter (SSF), which can extend any ML-based CS model to enable personalized search in overlapping structures. To overcome the efficiency issue in the current models, we introduce S implified M ulti-hop Attention N etworks (SMN), a lightweight yet effective community search model with larger receptive fields. To the best of our knowledge, this is the first ML-based study of overlapping community search. Extensive experiments validate the superior performance of SMN within the SSF pipeline, achieving a 13.73% improvement in F1-Score and up to 3 orders of magnitude acceleration in model efficiency compared to state-of-the-art approaches.
Qing Sima 0001, Jianke Yu, Xiaoyang Wang 0002, Wenjie Zhang 0001, Ying Zhang 0001, Xuemin Lin 0001
Proc. ACM Manag. Data2
2025 Temporal Insights for Group-Based Fraud Detection on e-Commerce Platforms
abstract
Along with the rapid technological and commercial innovation on e-commerce platforms, an increasing number of frauds cause great harm to these platforms. Many frauds are conducted by organized groups of fraudsters for higher efficiency and lower costs, also known as group-based frauds. Despite the high concealment and strong destructiveness of group-based fraud, no existing research can thoroughly exploit the information within the transaction networks of e-commerce platforms for group-based fraud detection. In this work, we analyze and summarize the characteristics of group-based frauds. Based on this, we propose a novel end-to-end semi-supervised Group-based Fraud Detection Network (GFDN) to support such fraud detection in real-world applications. In addition, we introduce a module namedTemporal Group Dynamics Analyzer(TGDA) that strengthens the ability to analyze temporal information on group fraudulent activity. Based on this, we built an enhanced model named TGFDN. Experimental results on large-scale e-commerce datasets from Taobao and Bitcoin trading datasets show our proposed model's superior effectiveness and efficiency for group-based fraud detection on bipartite graphs.
Jianke Yu, Hanchen Wang 0001, Xiaoyang Wang 0002, Zhao Li 0007, Lu Qin 0001, Wenjie Zhang 0001, Jian Liao 0001, Ying Zhang 0001, Bailin Yang
IEEE Trans. Knowl. Data Eng.1
2024 Neural Similarity Search on Supergraph Containment (Extended Abstract)
abstract
Supergraph search is a fundamental graph query processing problem. Supergraph search aims to find all data graphs contained in a given query graph based on the subgraph isomorphism. In other words, the goal is to determine if part of the query graph is the same as a smaller data graph. Existing algorithms construct the indices and adopt the filtering-and-verification framework, which is usually computationally expensive and can cause redundant computations. Recently, various learning-based methods have been proposed for a good trade-off between accuracy and efficiency for query processing tasks. However, to our knowledge, no learning-based method is proposed for the supergraph search task. In this paper, we propose the first learning-based method for similarity search on supergraph containment, named Neural Supergraph similarity Search (NSS). NSS first learns the representations for query and data graphs and then efficiently conducts the supergraph search on the representation space, the complexity of which is linear to the number of data graphs. The carefully designed Wasserstein discriminator and reconstruction network enable NSS to capture better the interrelation, structural and label information between and within the query and data graphs. Experiments demonstrate that the NSS is up to 6 orders of magnitude faster than the state-of-the-art exact supergraph search algorithm in query processing and is more accurate than the other learning-based solutions.
Hanchen Wang 0001, Jianke Yu, Xiaoyang Wang 0002, Chen Chen 0017, Wenjie Zhang 0001, Xuemin Lin 0001
ICDE2
2024 Neural Similarity Search on Supergraph Containment
abstract
Supergraph search is a fundamental graph query processing problem. Supergraph search aims to find all data graphs contained in a given query graph based on the subgraph isomorphism. Existing algorithms construct the indices and adopt thefiltering-and-verificationframework which is usually computationally expensive and can cause redundant computations. Recently, various learning-based methods have been proposed for a good trade-off between accuracy and efficiency for query processing tasks. However, to the best of our knowledge, there is no learning-based method proposed for the supergraph search task. In this paper, we propose the first learning-based method for similarity search on supergraph containment, named Neural Supergraph similarity Search (NSS).NSSfirst learns the representations for query and data graphs and then efficiently conducts the supergraph search on the representation space whose complexity is linear to the number of data graphs. The carefully designed Wasserstein discriminator and reconstruction network enableNSSto better capture the interrelation, structural and label information between and within the query and data graphs. Experiments demonstrate that theNSSis up to 6 orders of magnitude faster than the state-of-the-art exact supergraph search algorithm in terms of query processing and more accurate compared to the other learning-based solutions.
Hanchen Wang 0001, Jianke Yu, Xiaoyang Wang 0002, Chen Chen 0017, Wenjie Zhang 0001, Xuemin Lin 0001
IEEE Trans. Knowl. Data Eng.2
2023 Group-based Fraud Detection Network on e-Commerce Platforms
abstract
Along with the rapid technological and commercial innovation on the e-commerce platforms, there are an increasing number of frauds that bring great harm to these platforms. Many frauds are conducted by organized groups of fraudsters for higher efficiency and lower costs, which are also known as group-based frauds. Despite the high concealment and strong destructiveness of group-based fraud, there is no existing research work that can thoroughly exploit the information within the transaction networks of e-commerce platforms for group-based fraud detection. In this work, we analyze and summarize the characteristics of group-based frauds, based on which we propose a novel end-to-end semi-supervised Group-based Fraud Detection Network (GFDN) to support such fraud detection in real-world applications. Experimental results on large-scale e-commerce datasets from Taobao and Bitcoin trading datasets show the superior effectiveness and efficiency of our proposed model for group-based fraud detection on bipartite graphs.
Jianke Yu, Hanchen Wang 0001, Xiaoyang Wang 0002, Zhao Li 0007, Lu Qin 0001, Wenjie Zhang 0001, Jian Liao 0001, Ying Zhang 0001
KDD1