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陈良育

软件工程学院      

个人资料

  • 部门: 软件工程学院
  • 毕业院校:
  • 学位:
  • 学历:
  • 邮编:
  • 联系电话: 021-62232851
  • 传真: 021-62232584
  • 电子邮箱: lychen@sei.ecnu.edu.cn
  • 办公地址: 理科大楼B1016室
  • 通讯地址: 上海市中山北路3663号华东师范大学理科大楼B1016室,邮编:200062.

教育经历

工作经历

个人简介

社会兼职

 

研究方向

软件分析、优化和验证;智慧教育技术;

招生与培养

开授课程

Java, Python, 移动应用开发,软件架构设计


科研项目

学术成果

[1] Xinping Wang, Liangyu Chen(*), Min Zhang, Deep Attentive Model for Knowledge Tracing, accepted by AAAI 2023. 

[2] Liangyu Chen, Jianjun Wei, Zhenbing Zeng and Min Zhang, Optimized Computation for Determinant of Multivariate Polynomial Matrices on GPGPU, Proceedings of IEEE HPCC-2022.

[3] 黄彩蝶, 王昕萍, 陈良育(*), 刘 勇,基于堆叠门控循环单元残差网络的知识追踪模型研究,华东师范大学学报(自然科学版),(6):68-78, 2022. 

[4] Yang Yu, Caidie Huang, Liangyu Chen(*), Mingsong Chen:

Using Multi-feature Embedding towards Accurate Knowledge Tracing. SEKE 2022: 287-292.

[5] Youfei Huang, Yuhang Chen, Zhengting Tang, Liangyu Chen, Ningkang Jiang:

Refactoring of Object-oriented Package Structure Based on Complex Network. SEKE 2022: 73-78

[6] Cheng Chen, Liangyu Chen, Dang Lin and Zhenbing Zeng, A Branch-And-Bound Algorithm for Computing the Reliable Isolated Zeros of Multivariate Polynomial Functions Systems. HPCC 2021. 

[7] Xinping Wang, Caidie Huang and Liangyu Chen. 

Using Knowledge Concept Aggregation towards Accurate Cognitive Diagnosis. CIKM 2021. 

[8] Yan Zhu, Youfei Huang, Ningkang Jiang, Chen liangyu. A New Model of Software Network for Object-Oriented Software System. SMC 2021. 

[9] Yuqi Shen, Cheng Chen, Yifan Dai, Jinfang Cai, Liangyu Chen. A Hybrid Model Combining Formulae with Keywords for Mathematical Information Retrieval. Accepted by International Journal of Software Engineering and Knowledge Engineering. 

[10] Cheng Chen, Yifan Dai, Yuqi Shen, Jinfang Cai, Liangyu Chen. Using Surrounding Text of Formula towards More Accurate Mathematical Information Retrieval. SEKE 2021: 622-627. 

[11] Xinping Wang, Liangyu Chen, Tong Wang, Mingang Chen, Min Zhang. An Efficient Method to Measure Robustness of ReLU-Based Classifiers via Search Space Pruning. IJCNN 2021:1-8. 

[12] Yangxi Zhou, Yanran Mi, Yan Zhu, Liangyu Chen, Measurement and refactoring for package structure based on complex network, Applied Network Science. 5(1): 50 (2020)

[13] Yangxi Zhou, Yan Zhu, Liangyu Chen, Software Defect-Proneness Prediction with Package Cohesion and Coupling Metrics Based on Complex Network Theory. SETTA 2020: 186-201

[14] Yifan Dai, Liangyu Chen, Zihan Zhang: An N-ary Tree-based Model for Similarity Evaluation on Mathematical Formulae. SMC 2020 : 2578-2584

[15] Yanran Mi, Yanxi Zhou, Liangyu Chen, A New Metric for Package Cohesion Measurement Based on Complex Network, Proceedings of Complex Networks, 2019. 238-249

[16] Heng Zhang, Liangyu Chen, Duplicate Question Detection based on Neural Networks and Multi-head Attention, Proceedings of IALP 2019, 13-18.

[17] Zhenbing Zeng, Liangyu Chen, Determining the Heilbronn Configuration of Seven Points in Triangles via Symbolic Computation, Proceedings of CASC, 2019.

[18] Liangyu Chen, Yaochen Xu, Zhenbing Zeng, Searching approximate global optimal Heilbronn configurations of nine points in the unit square via GPGPU computing , JOURNAL OF GLOBAL OPTIMIZATION, 2017, 68(1): 147~167. 

[19] Liangyu Chen, Svyatoslav Covanov, Davood Mohajerani, Marc Moreno Maza, Big prime field FFT on the GPU , 42nd ACM International Symposium on Symbolic and Algebraic Computation, ISSAC 2017, Kaiserslautern, 2017. pp.85-92.

[20] Kehu Yang, Liangyu Chen (*), Jianjun Zhang, Jun Hao, Wensheng Yu, Parallel resultant elimination algorithm to solve the selective harmonic elimination problem, IET Power Electronics, 2016.2.4, 9(1): 71~80. 

[21] L.Chen, Z.Zeng, W.Zhou, An upper bound of Heilbronn number for eight points in triangles, Journal of Combinatorial Optimization, 28(4):854-874, 2014.

[22] L.Chen, T.Leng, L.Shen, M.Wu, Z.Yang, Z.Zeng, Finding the Symbolic Solution of a Geometric Problem Through Numerical Computations, Computer Mathematics, pp.223-241, 2014.

[23] L.Chen, Z.Zeng, Parallel computation of determinants of matrices with multivariate polynomial entries, Science China Information Sciences, 56:112101:1-112101:16, 2013.

[24] S.Chen, L.Chen, The degree-decreasing decomposition of symmetric forms with a program for algebraic inequality decision, Journal of System Science and Mathematical Science (Chinese version), 33(2):179-196, 2013.

[25] W.Zhou, L.Chen, Z.Zeng, An Easy Approach to Recognize Tibetan Script by Geometric Features, International Conference on Graphic and Image Processing, (ICGIP 2011), SPIE Vol 8285. 82850T-1, 2011.

[26] Z.Zeng, L.Chen, On the Heilbronn Optimal Configuration of Seven Points in the Square, LNAI 6301, pp.196-224, 2011.

[27] L.Chen, Z.Zeng, Which Symmetric Homogeneous Polynomials Can Be Proved Positive Semi-definite by Difference Substitution Method?, ASCM 2007, LNAI 5081, pp.57-71, 2008.

荣誉及奖励

10 访问

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