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（一）主要項(xiàng)目經(jīng)歷：
1 2017-2019 “雙一流”專(zhuān)項(xiàng) 卓越百人-王愛(ài)增 50 主持
2 2015-2017 Singapore Isogeometric Design and Simulation Using T-NURCC 50 主要參加
3 2012-2015 國(guó)家自然科學(xué)基金 基于多分辨技術(shù)的T 樣條曲面數(shù)控加工理論及應(yīng)用研究 55 主要參加
4 2016-2019 國(guó)家自然科學(xué)基金 面向CAD/CAE的T樣條實(shí)體建模理論與應(yīng)用研究 77 主要參加
5 2009-2011 國(guó)家高技術(shù)研究發(fā)展計(jì)劃(863計(jì)劃) 大型飛機(jī)i-Plane研制關(guān)鍵技術(shù) 3000 參加
（二）期刊會(huì)議論文：
[1]Aizeng Wang, Gang Zhao. An algorithm for multi-resolution analysis of NURBS surfaces [J], Computers and Mathematics with Applications, 72: 642-652, 2016 (SCI)
[2]Aizeng Wang, Gang Zhao, Yong-Dong Li. Fairness Degree-Based Fairness Criteria and Fairing Algorithm [J], Applied Mathematics and Computation, 253: 184-192, 2015 (SCI)
[3]Aizeng Wang, Gang Zhao. Wavelets based Quantitative Design of B-spline Curves [J], Expert Systems with Applications, 41: 6871-6875, 2014 (SCI)
[4]Aizeng Wang, Gang Zhao, Yong-Dong Li. An influence-knot set based new local refinement algorithm for T-spline surfaces [J], Expert Systems with Applications, 41: 3915-3921, 2014 (SCI)
[5]Aizeng Wang, Gang Zhao, Yong-Dong Li. Wavelet based local fairing algorithm for surfaces with data compression [J], International Journal of Wavelets Multiresolution and Information Processing, 13(5): 1-11, 2015 (SCI)
[6]Aizeng Wang, Gang Zhao, Yong-Dong Li. Linear independence of the blending functions of T-splines without multiple knots [J], Expert Systems with Applications, 41: 3634-3639, 2014 (SCI)
[7]Aizeng Wang, Gang Zhao. An algorithm of determining T-spline classification [J], Expert Systems with Applications, 40: 7280-7284, 2013 (SCI)
[8]Aizeng Wang, Gang Zhao. Curvature variation factor and its application [J], International Journal of Wavelets Multiresolution and Information Processing, 15(2): 1-10, 2017 (SCI)
[9]Aizeng Wang, Gang Zhao. Wavelet based surface decomposition with boundary continuity [J], Computer Aided Design and Applications, 12(4): 452-456, 2015 (EI)
[10]Aizeng Wang, Gang Zhao. The Analysis of T-spline Fairness [J], Computer Aided Design and Applications, 10(5): 817-825, 2013 (EI)
[11]Aizeng Wang, Gang Zhao. The Analysis of T-spline Blending Functions Linear Independence [J], Computer Aided Design and Applications, 8(5): 735-745, 2011 ( EI)
[12]Aizeng Wang, Gang Zhao. Filtering technique based curve fairing algorithm, Proceedings of the 2011 International Conference on Wavelet Analysis and Pattern Recognition, 161-164, 2011 ( EI)
[13]王愛(ài)增, 趙罡. 虛擬制造中的曲線曲面光順性分析及其建模仿真算法[J], 系統(tǒng)仿真學(xué)報(bào), 24(8): 1567-1569, 2012
[14]王愛(ài)增, 趙罡, 穆國(guó)旺. 基于數(shù)字化光順性指標(biāo)的NURBS曲線自適應(yīng)光順[J], 計(jì)算機(jī)學(xué)報(bào), 34(8): 1548-1555, 2011 ( EI)
[15]王愛(ài)增, 趙罡. 曲線曲面的定量變分造型, 計(jì)算機(jī)輔助設(shè)計(jì)與圖形學(xué)學(xué)報(bào)[J], 23(10): 1719-1724, 2011 ( EI)
[16]王愛(ài)增, 趙罡. T樣條調(diào)配函數(shù)線性無(wú)關(guān)性的判定算法[J], 計(jì)算機(jī)輔助設(shè)計(jì)與圖形學(xué)學(xué)報(bào), 23(8): 1319-1323, 2011 ( EI)
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