劉聖軍(中南大學數學與統計學院教授)

劉聖軍(中南大學數學與統計學院教授)

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劉聖軍,男,博士,現為中南大學數學與統計學院教授,博士生導師,教育部新世紀優秀人才,湖南省傑青。

基本介紹

  • 中文名:劉聖軍
  • 職業:教師
  • 學位/學歷:博士
  • 專業方向:數學
  • 任職院校:中南大學
個人經歷,教育經歷,工作經歷,社會兼職,研究方向,學術成果,榮譽獎項,

個人經歷

教育經歷

[1]2003.9-2007.7
浙江大學| 計算機科學與技術| 博士學位| 博士研究生畢業
進入浙江大學達鴉厚CAD&CG國家重點實驗室攻讀博士學位,獲計算機科學與技術專業工學博士學位。期間,2006年6月—2006年10月,曾赴香港中文大學進行試笑訪問和合作研究。
[2]2000.9-2002.11
中南大學| 套用數學| 碩士學位| 碩士研殃拜腳陵究生畢業
中南大學數學院攻讀碩士學位,獲套用數學專業理學碩士學位。
[3]1996.9-2000.6
中南大學| 套用數學與套用軟體| 學士學位| 大學本科畢業
就讀於中南辨頌簽大學套用數學與套用軟體系,獲理學學士學位

工作經歷

[1]2007.7-至今
數學與統計學院| 中南大學 | 在定槳碑職
[2]2015.12-2016.3
香港中文大學
短期學術訪問
[3]2012.4-2013.5
開姆尼茨工業大學
獲德國洪堡研究基金資助赴Chemnitz工業大學訪問
[4]2007.11-2008.10
香港中文大學
[5]2009.7-2010.8
香港中文大學
赴香港中文大學訪問

社會兼職

  • [1]中國工業與套用數學學會副秘書長兼職時間:2019/11/01 --至今
  • [2]中國仿真學會青年工作委員會副主任

研究方向

  • [1] 幾何造型與計算
  • [2] 數字幾何處理
  • [3] 數據分促漏龍析與智慧型算法
  • [4] 圖像與視頻計算
  • [5] 計精堡遙晚算機輔助設計/製造

學術成果

論文成果
[1] Qinsong Li, Shengjun Liu*, Ling Hu*, Xinru Liu. Shape correspondence using anisotropic Chebyshev spectral CNNs [C]. CVPR2020, Accepted:
[2] Junping Hu, Shitu Abubakar , Shengjun Liu , Xiaobiao Dai, Gen Yang, and Hao Sha. Near-Infrared Road-Marking Detection Based on a Modified Faster Regional Convolutional Neural Network [J]. Journal of Sensors, 2019, 1-11
[3] Ruoxi Deng, Shengjun Liu*. Relative Depth Order Estimation Using Multi-Scale Densely Connected Convolutional Networks [J]. IEEE Access, 2019, 7: 38630-38643
[4] Yuansheng Zhou,Shandong Peng, Xinru Liu*,Shengjun Liu*, Jinyuan Tang. A novel method to generate the tooth surface model of face-milled generated spiral bevel gears [J]. INT J ADV MANUF TECH, 2019, 102(5-8): 1205-1214
[5] Qinsong Li, Shengjun Liu*, Ling Hu*, Xinru Liu. Anisotropic spectral manifold wavelet descriptor for deformable shape analysis and matching [C]. Pacific Graphics 2018, 41-44
[6] Ruoxi Deng, Chunhua Shen, Shengjun Liu*, Huibing Wang, Xinru Liu. Learning to Predict Crisp Boundaries [C]. ECCV2018(LNCS), 11210: 570-586
[7] Shengjun Liu, Jintao Xiao, Ling Hu, Xinru Liu. Implicit surfaces from polygon soup with compactly supported radial basis functions [J]. The Visual Computer, 2018, 34(6-8): 779-791
[8] Ling Hu, Qinsong Li, Shengjun Liu*, Xinru Liu, Zheng Wang*. Wavelet-based Polygon Soup Consolidation [J]. Computers & Graphics, 2018, 70: 39-50
[9] Yuansheng Zhou,Zezhong C. Chen,JinyuanTang*, Shengjun Liu*. An innovative approach to NC programming for accurate five-axis flank milling of spiral bevel or hypoid gears [J]. Computer-aided Design, 2017, 84: 15-24
[10] Shengjun Liu, Tao Liu, Xinru Liu. EXACT AND ROBUST 2D CURVE OFFSET GENERATION WITH ISLANDS [C]. CNCM 2017, 2017,
[11] Shengjun Liu,Charlie C. L. Wang,Guido Brunnett,Jun Wang. A Closed-Form Formulation of HRBF-Based Surface Reconstruction [J]. Computer-aided Design, 2016, 2016:
[12] Yuanpeng Zhu, Xuli Han, Shengjun Liu*. Curve construction based on four αβ-Bernstein-like basis functions [J]. Journal of Computational and Applied Mathematics, 2015, 273(2015): 160-181
[13] Shengjun Liu, Zhili Chen, Yuanpeng Zhu. C1 Rational Quadratic Trigonometric Interpolation Spline For Data Visualization [J]. Mathematical Problems in Engineering, 2015, 2015:
[14] Shengjun Liu, Cai Yang, Xinru Liu and Jian Duan. CSRBF-based Quasi-interpolation for Accurate and Fast Data Fitting [C]. CAD&CG2015, 2015,
[15] Yuanpeng Zhu, Xuli Han, Shengjun Liu*. Quartic rational Said-Ball-like basis with tension shape parameters and its application [J]. Journal of Applied Mathematics, 2014,
[16] Xinru Liu, Yuanpeng Zhu, Shengjun Liu*. Positivity and monotonicity preserving bi-quartic rational interpolation spline surface [J]. Journal of Applied Mathematics, 2014, 2014:
[17] Ruoxi Deng,Dangfu Yangy,Xinru Liu,Shengjun Liu. A Background Subtraction Algorithm Based on Pixel State [C]. VRCAI2014, 2014, 2014: 251-254
[18] Shengjun Liu, Guido Brunnett, and Jun Wang. Multi-level Hermite Variational Interpolation and Quasi-interpolation [J]. Visual Computer, 2013, 23(6): 627-637
[19] Jun Wang, Kai Xu, Ligang Liu, Junjie Cao, Shengjun Liu, Zeyun Yu, Xianfeng David Gu. Consolidation of Low-quality Point Clouds from Outdoor Scenes [J]. Computer Graphics Forum, 2013, 32(5): 207–216
[20] Shengjun Liu, and Charlie C.L.Wang. Quasi-Interpolation for Surface Reconstruction from Scattered Data with Radial Basis Functions [J]. Computer Aided Geometric Design, 2012, 29(7): 435–447
科研項目
[1]三維模型數據最佳化與形狀分析
[2]基於等距曲面的增材製造可製造性分析及模型最佳化
[3]通用格線模型側銑加工中的幾何問題研究
[4]通用格線模型的可微分隱式等距曲面快速造型技術及其套用
[5]通用格線模型的等距曲面快速造型方法
[6]通用格線曲面非球頭刀寬行數控加工的幾何學原理與方法
[7]複雜曲面智慧型製造關鍵算法及套用研究
[8]中南大學高性能複雜製造國家重點實驗室自主研究課題
[9]帶約束和參數的多變數逼近的理論與方法研究
[10]幾何計算與表示中的約束最佳化方法研究
[11]浙江大學CAD&CG國家重點實驗室開放課題基金
[12]浙江大學CAD&CG國家重點實驗室開放課題基金
[13]中南大學數學與交叉科學重點項目
[14]中南大學理科發展基金
[15]教育部新世紀優秀人才支持計畫
[16]中南大學“升華育英”人才計畫科研啟動基金項目
[17]湖南省普通高校青年骨幹教師培養對象

榮譽獎項

[1]教育部新世紀優秀人才計畫
[2]"陸增鏞CAD&CG高科技獎"二等獎
[3]德國洪堡基金會(Alexander von Humboldt)博士後研究基金
[4] Yuansheng Zhou,Shandong Peng, Xinru Liu*,Shengjun Liu*, Jinyuan Tang. A novel method to generate the tooth surface model of face-milled generated spiral bevel gears [J]. INT J ADV MANUF TECH, 2019, 102(5-8): 1205-1214
[5] Qinsong Li, Shengjun Liu*, Ling Hu*, Xinru Liu. Anisotropic spectral manifold wavelet descriptor for deformable shape analysis and matching [C]. Pacific Graphics 2018, 41-44
[6] Ruoxi Deng, Chunhua Shen, Shengjun Liu*, Huibing Wang, Xinru Liu. Learning to Predict Crisp Boundaries [C]. ECCV2018(LNCS), 11210: 570-586
[7] Shengjun Liu, Jintao Xiao, Ling Hu, Xinru Liu. Implicit surfaces from polygon soup with compactly supported radial basis functions [J]. The Visual Computer, 2018, 34(6-8): 779-791
[8] Ling Hu, Qinsong Li, Shengjun Liu*, Xinru Liu, Zheng Wang*. Wavelet-based Polygon Soup Consolidation [J]. Computers & Graphics, 2018, 70: 39-50
[9] Yuansheng Zhou,Zezhong C. Chen,JinyuanTang*, Shengjun Liu*. An innovative approach to NC programming for accurate five-axis flank milling of spiral bevel or hypoid gears [J]. Computer-aided Design, 2017, 84: 15-24
[10] Shengjun Liu, Tao Liu, Xinru Liu. EXACT AND ROBUST 2D CURVE OFFSET GENERATION WITH ISLANDS [C]. CNCM 2017, 2017,
[11] Shengjun Liu,Charlie C. L. Wang,Guido Brunnett,Jun Wang. A Closed-Form Formulation of HRBF-Based Surface Reconstruction [J]. Computer-aided Design, 2016, 2016:
[12] Yuanpeng Zhu, Xuli Han, Shengjun Liu*. Curve construction based on four αβ-Bernstein-like basis functions [J]. Journal of Computational and Applied Mathematics, 2015, 273(2015): 160-181
[13] Shengjun Liu, Zhili Chen, Yuanpeng Zhu. C1 Rational Quadratic Trigonometric Interpolation Spline For Data Visualization [J]. Mathematical Problems in Engineering, 2015, 2015:
[14] Shengjun Liu, Cai Yang, Xinru Liu and Jian Duan. CSRBF-based Quasi-interpolation for Accurate and Fast Data Fitting [C]. CAD&CG2015, 2015,
[15] Yuanpeng Zhu, Xuli Han, Shengjun Liu*. Quartic rational Said-Ball-like basis with tension shape parameters and its application [J]. Journal of Applied Mathematics, 2014,
[16] Xinru Liu, Yuanpeng Zhu, Shengjun Liu*. Positivity and monotonicity preserving bi-quartic rational interpolation spline surface [J]. Journal of Applied Mathematics, 2014, 2014:
[17] Ruoxi Deng,Dangfu Yangy,Xinru Liu,Shengjun Liu. A Background Subtraction Algorithm Based on Pixel State [C]. VRCAI2014, 2014, 2014: 251-254
[18] Shengjun Liu, Guido Brunnett, and Jun Wang. Multi-level Hermite Variational Interpolation and Quasi-interpolation [J]. Visual Computer, 2013, 23(6): 627-637
[19] Jun Wang, Kai Xu, Ligang Liu, Junjie Cao, Shengjun Liu, Zeyun Yu, Xianfeng David Gu. Consolidation of Low-quality Point Clouds from Outdoor Scenes [J]. Computer Graphics Forum, 2013, 32(5): 207–216
[20] Shengjun Liu, and Charlie C.L.Wang. Quasi-Interpolation for Surface Reconstruction from Scattered Data with Radial Basis Functions [J]. Computer Aided Geometric Design, 2012, 29(7): 435–447
科研項目
[1]三維模型數據最佳化與形狀分析
[2]基於等距曲面的增材製造可製造性分析及模型最佳化
[3]通用格線模型側銑加工中的幾何問題研究
[4]通用格線模型的可微分隱式等距曲面快速造型技術及其套用
[5]通用格線模型的等距曲面快速造型方法
[6]通用格線曲面非球頭刀寬行數控加工的幾何學原理與方法
[7]複雜曲面智慧型製造關鍵算法及套用研究
[8]中南大學高性能複雜製造國家重點實驗室自主研究課題
[9]帶約束和參數的多變數逼近的理論與方法研究
[10]幾何計算與表示中的約束最佳化方法研究
[11]浙江大學CAD&CG國家重點實驗室開放課題基金
[12]浙江大學CAD&CG國家重點實驗室開放課題基金
[13]中南大學數學與交叉科學重點項目
[14]中南大學理科發展基金
[15]教育部新世紀優秀人才支持計畫
[16]中南大學“升華育英”人才計畫科研啟動基金項目
[17]湖南省普通高校青年骨幹教師培養對象

榮譽獎項

[1]教育部新世紀優秀人才計畫
[2]"陸增鏞CAD&CG高科技獎"二等獎
[3]德國洪堡基金會(Alexander von Humboldt)博士後研究基金

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