[1] Costanza Conti, Chongyang Deng, Kai Hormann, Symmetric four-directional bivariate pseudo-spline symbols. Computer Aided Geometric Design, 2018, 60:10-17.

[2] Hongwei Lin, Takashi Maekawa, Chongyang Deng, Survey on geometric iterative methods and their applications. Computer-Aided Design, 2018, 95: 40-51.

[3] Chongyang Deng, Feifan Shi, The monotonicity of a family of barycentric coordinates for quadrilaterals. Computer Aided Geometric Design, 2017, 51: 1-3.

[4] Chongyang Deng,Yajuan Li, Huixia Xu, Repeated local operations for m-ary 2N-point Dubuc–Deslauriers subdivision schemes, Computer Aided Geometric Design, 2016, 44:10-14.

[5] Dmitry Anisimov, Chongyang Deng Kai Hormann, Subdividing barycentric coordinates, Computer Aided Geometric Design, 2016, 43:172-185.

[6] Chongyang Deng, Weiyin Ma, Efficient evaluation of subdivision schemes with polynomial reproduction property, Journal of Computational and Applied Mathematics, 2016, 294, 403-412.

[7] Chongyang Deng, Fangyan Zhu, Jianzhen Liu, The limit of a family of barycentric coordinates for quadrilaterals, Computer Aided Geometric Design, 2015, 38, 38-39.

[8] Chongyang Deng, Weiyin Ma, A biarc based subdivision scheme for space curve interpolation, Computer Aided Geometric Design, 2014, 31(9), 656-673.

[9] Chongyang Deng, Kai Hormann. Pseudo-spline subdivision surfaces. Computer Graphics Forum, 2014, 33(5):227-236.  

[10] Yajuan Li, Chongyang Deng, Weiyin Ma. C-shaped G² Hermite interpolation by rational Bezier curve with conic precision. Computer Aided Geometric Design, 2014, 31(5), 258-264.

[11] Chongyang Deng, Hongwei Lin. Progressive and iterative approximation for least squares B-spline curve and surface fitting. Computer-Aided Design, 2014, 47(1), 32-44.

[12] Chongyang Deng, Weiyin Ma. A unified interpolatory subdivision scheme for quadrilateral meshes. ACM Transactions on Graphics, 2013, 32(3), 23:1-23:11.

[13] Chongyang Deng, Kai Hormann, Zhifeng Zhang. On the norms of the Dubuc-Deslauriers subdivision schemes. Computer Aided Geometric Design, 2013, 30(7). 672-674.

[14] Chongyang Deng. An explicit formula for the control points of periodic uniform spline interpolants and its application. Computer Aided Geometric Design, 2013, 30(4): 389-397.

[15] Chongyang Deng, Yajuan Li. A new bound on the magnitude of the derivative of rational Bezier curve. Computer Aided Geometric Design, 2013, 30(2): 175-180.

[16] Chongyang Deng, Weiyin Ma. Matching admissible G² Hermite data by a biarc-based subdivision scheme. Computer Aided Geometric Design, 2012, 29(6): 363-378.

[17] Yajuan Li, Chongyang Deng. C-shaped G² Hermite interpolation with circular precision based on cubic PH curve interpolation. Computer-Aided Design, 2012, 44(11): 1056-1061.

[18] Chongyang Deng, Weiyin Ma. Weighted progressive interpolation of Loop subdivision surfaces. Computer-Aided Design, 2012, 44(5): 424-431. 

[19] Chongyang Deng, Guozhao Wang. Incenter subdivision scheme for curve interpolation. Computer Aided Geometric Design, 2010, 27(1):48-59.

[20] Chongyang Deng, Xunnian Yang. A simple method for interpolating meshes of arbitrary topology by Catmull–Clark surfaces. The Visual Computer, 2010, 26(2):137-146.

[21] Chongyang Deng, Xunnian Yang. Interpolation over arbitrary topology meshes using Doo-Sabin surfaces, Proceeding of Shape Modeling International 2009, 52-57.

[22] Chongyang Deng, Xunnian Yang. A local fitting algorithm for converting planar curves to B-splines. Computer Aided Geometric Design, 2008, 25(9):837-849.

[23] Guozhao Wang, Chongyang Deng. On the degree elevation of B-spline curves and corner cutting. Computer Aided Geometric Design, 2007, 24(2):90-98.