于加举

    2026-04-21 18:05:26           浏览数:0

        于加举:博士、讲师

  办公地点:信息楼413

  办公电话:58957313; 手机号:13465422391(微信同号)

  邮箱:jiaju_yu@qau.edu.cn

  一、个人履历:

  2002.06,毕业于聊城大学,应用数学,学士

  2002.07-2005.04,大连海事大学 应用数学,硕士

  2005.05-2014.06,青岛农业大学,理学与信息科学学院,教师

  2014.14-2020.12,大连海事大学 控制理论与控制工程,博士

  2021..07-2024.10,滁州学院,数学与金融学院,教师

  2024.09-至今,青岛农业大学,理学与信息科学学院,教师

  二、研究方向:

  人工智能交叉创新应用、人工智能与智慧农业交叉研究, 数学挖掘,网络系统一致性,多智能体系统,随机非线性系统

  三、科研成果:

  一、科研项目

  [1] 资源受限鲁棒有限和固定时间控制与估计方法研究, 2021-2023,58万,主要参与人之一,国家自然科学基金,6207021757。

  [2] 非线性系统固定时间稳定及其应用研究,,2022-2024, 30万,主持人, 科研启动基金资助项目.

  二、部分科研论文

  1. Yu Jiashang, Yu Jiaju*(通讯作者). Neural Learning Control of Fighter Aircraft at High-Angle-of-Attack Maneuvers With Online Recorded Data and Disturbance Observer[J].IEEE Access, 14 [2026-04-20].

  DOI:10.1109/ACCESS.2026.3668314.

  1. Yu Jiaju; Yu shuanghe*; Li juan;Yan Yan; Fixed-time stability theorem of stochastic nonlinear systems, International Journal of Control, 2019, 92(9): 2194-2200            
  2. Yu Jiaju;Yu Shuanghe *, Yan Y, et al. 'Fixed-time stability of stochastic nonlinear systems and its application into stochastic multi-agent systems [J] IET Control theory and application,2021,  
  3. Yu Jiaju; Yu shuanghe*, An improved fixed-time bipartite flocking protocol for nonlinear multi-agent system [J] International Journal of Control, 95.4 (2022): 900-905     
  4. YuJiaju; Li fule; Yu shuanghe; Wu ziku* The approximate solutions to source inverse problem of 1-D convection-diffusion equation by LS-SVM, Inverse Problems in Science and Engineering, 2018, 26(5): 677-690.                                                 
  5. Yu jiaju; Yu shuanghe* Yu; Yan Yan; Fixed-time stability of nonlinear system and its application in to general neural networks. IEEE Access, 2020, 1-1

  doi:10.1109/access.2020.2982204.

  1. Yu jiaju; Yu jiashang; Zhang pengfei; Yang Tingting *; Chen xiurong; A Unified Framework Design for Finite-TimeBipartite Consensus of Multi-Agent Systems IEEE Access, 2021, doi: 10.1109/ACCESS.2021.3069337.                             
  2. Tingting. Yang, Z. Li and Jiaju. Yu*(通讯作者),, "Trajectory Tracking Control of Surface Vehicles: A Prescribed Performance Fixed-Time Control Approach," in IEEE Access, vol. 8, pp. 209441-209451, 2020, doi: 10.1109/ACCESS.2020.3039876.                         
  3. Pengfei. Zhang and Jiaju. Yu*(通讯作者), "Stabilization of USVs Under Mismatched Condition Based on Fixed-Time Observer," in IEEE Access, vol. 8, pp. 195305-195316, 2020,

  doi: 10.1109/ACCESS.2020.3034237.

  1. Wu Z., Liu Z., Li F., Yu Jiaju*(通讯作者) Approximate Solutions to Poisson Equation Using Least        Squares Support Vector Machines. In: Huang Z., Stynes M., Zhang Z. (eds) Boundary and Interior Layers, Computational and Asymptotic Methods BAIL 2016. Lecture Notes in Computational Science and Engineering, vol 120, (2017)197-203. Springer,                                                   
  2. 于加举; 李福乐; 刘振斌; 吴自库*; 二维稳态热传导热源反问题 LS-SVM解, 工程数学学报, 2018: 559-569.                                                   
  3. YuJiaju; Yu shuanghe; Li juan*; Yan Yan; Fixed time consensus of stochastic multi-agent systems under undirected graph, 43rd Annual Conference of the IEEE Industrial Electronics Society (IECON 2017), Beijing, China, 2017-10-29至2017-11-1.                                   
  4. YuJiaju; Yu shuanghe; Li juan*; Yan Yan; Fixed-time consensus of multi-agent system under time varying topology, 43rd Annual Conference of the IEEE Industrial Electronics Society (IECON 2017), Beijing, China,  2017-10-29至2017-11-1                                                  
  5. 陈秀荣, 李娟*, 于加举. 融合寿命数据和退化数据的防喷阀剩余寿命预测[J]. 山东科技大学学报(自然科学版), 2017(36):23-28.                                                   
  6. 程冰, 于加举, 吴自库, & 陈秀荣. (2022). 基于最小二乘支持向量机的一维波动方程近似解求法. 青岛农业大学学报(自然科学版)(003), 039.

  三、教学及指导学生比赛情况:
        主要承担《常微分方程》,《信息论与编码理论》,《概率论与数理统计》《高等数学》《模糊数学》等课程。指导学生参加高教杯数学建模大赛,曾获国奖一项,省级一等奖,二等奖多项。带领学生参加美国数学建模竞赛斩获一等奖多项。指导大创项目多项。

  四、部分获奖证书