shengye yan

shengye yan

School of Automation, Nanjing University of Information Science and Technology, Nanjing, Jiangsu, China
orcid

Research Focus & Metrics

Academic Career Length

13Years (2014-Present)

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

Representative Publications

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1 June 2007
Verified
Conference Paper
Closed access
SYshengye yan
shengye yan
SSShiguang Shan
Shiguang Shan
XCXilin Chen
Xilin Chen
WGWen Gao
Wen Gao
Jie ChenJie Chen
Jie Chen
Aiming at the problem when both positive and negative training set are enormous, this paper proposes a novel matrix-structural learning (MSL) method, as an extension to Viola and Jones' cascade learning method for object detection. Briefly speaking, unlike Viola and Jones' method that learn linearly by bootstrapping only negative samples, the proposed MSL method bootstraps both positive and negative samples in a matrix-like structure. Moreover, an accumulative way is further presented to improve the training efficiency of MSL by inheriting features learned previously during training procedure. The proposed method is evaluated on face detection problem. On a positive set containing 230000 face samples, only 12 hours are needed on a common PC with a 3.20 GHz Pentium IV processor to learn a classifier with false alarm rate less than 1/1000000. What's more, the accuracy of the learned detector exceeds the state-of-the-art results on the CMU+MIT frontal face test set.

16 May 2016 in Multimedia Tools and Applications
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Journal Article
Closed access
PDF file
SYshengye yan
shengye yan
XZXiaodong Zhu
Xiaodong Zhu
GLGuoqing Liu
Guoqing Liu
JWJianxin Wu
Jianxin Wu

1 October 2014 in International Journal of Automation and Computing
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Journal Article
Closed access
PDF file
SYshengye yan
shengye yan
XXXin-Xing Xu
Xin-Xing Xu
QLQingshan Liu
Qingshan Liu

23 September 2023
Verified
Book Chapter
Closed access
PDF file
SYshengye yan
shengye yan
CYChengyu Yue
Chengyu Yue

1 January 2021
Verified
Book Chapter
Closed access
PDF file
BTBaoqing Tang
Baoqing Tang
SYshengye yan
shengye yan
YNYihua Ni
Yihua Ni
YYYongjia Yang
Yongjia Yang
KPKang Pan
Kang Pan

7 November 2026 in Mathematics
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Journal Article
Open access
PDF file
ZJZhengtao Ji
Zhengtao Ji
XZXiaoxiong Zhang
Xiaoxiong Zhang
XZXixi Zhu
Xixi Zhu
SYshengye yan
shengye yan
The multi-objective traveling salesman problem (MOTSP) is a typical challenging multi-objective combinatorial optimization problem. Numerous advanced deep reinforcement learning algorithms have been developed to solve it. Existing learning-based methods can share information across subproblems through mechanisms such as parameter transfer. This paper investigates explicit graph-based modeling of preference relationships within a shared policy and proposes a graph-relation-driven deep reinforcement learning algorithm for MOTSP. The proposed algorithm trains a model to map problem instances to approximate Pareto sets under a collection of preference vectors. Specifically, the graph weight encoder combines global and objective-specific city representations with preference features learned on a fixed graph whose edges are defined by distances between weight vectors. A graph co-guided fusion module then combines global and objective-specific city embeddings with the learned preference representations to generate preference-conditioned city embeddings. The resulting problem embeddings and contextual embeddings are supplied to the decoder to generate candidate tours in parallel, providing an approximation to the Pareto set. Furthermore, a Top-p training baseline is introduced to adaptively select reference candidates according to their scalarized costs. Finally, extensive experiments are conducted on various MOTSP instances. Comparisons are carried out between the proposed algorithm and heuristic and learning-based algorithms. Experimental results demonstrate the solution quality of the proposed algorithm on the evaluated multi-objective traveling salesman problems. Its computational cost is reported under the specified hardware, decoding budgets, and evaluation settings.