Citation: | YAN Lanlan, “Construction Method of Shape Adjustable Bezier Triangles,” Chinese Journal of Electronics, vol. 28, no. 3, pp. 610-617, 2019, doi: 10.1049/cje.2019.03.016 |
C.C. Tang, P.B. Bo, J. Wallner, et al., "Interactive design of developable surfaces", Acm Transactions on Graphics, Vol.35, No.2, pp.1-12, 2016.
|
C.C. Tang, M. Kilian, P.B. Bo, et al., "Analysis and design of curved support structures", Advances in Architectural Geometry, pp.8-23, 2016.
|
W.T. Wang and G.Z. Wang, "Bézier curves with shape parameter", Journal of Zhejiang University SCIENCE, Vol.6A, No.6, pp.497-501, 2005.
|
X.A. Han, Y.C. Ma and X.L. Huang, "A novel generalization of Bézier curve and surface", Journal of Computational and Applied Mathematics, Vol.217, No.1, pp.180-193, 2008.
|
L.Q. Yang and X.M. Zeng, "Bézier curves and surfaces with shape parameters", International Journal of Computer Mathematics, Vol.86, No.7, pp.1253-1263, 2009.
|
X.Q. Qin, N.J. Zhang and G. Hu, "A novel Bézier curve with multiple shape parameters", International Conference on Computer Science and Information Technology, Chengdu, China, pp.494-498, 2010.
|
J. Chen and G.J. Wang, "A new type of the generalized Bézier curves", Applied Mathematics-A Journal of Chinese Universities, Vol.26, No.1, pp.47-56, 2011.
|
L.L. Yan and J.F. Liang, "An extension of the Bézier model", Applied Mathematics and Computation, Vol.218, No.6, pp.2863-2879, 2011.
|
X.Q. Qin, G. Hu, N.J. Zhang, et al., "A novel extension to the polynomial basis functions describing Bézier curves and surfaces of degree n with multiple shape parameters", Applied Mathematics & Computation, Vol.223, No.3, pp.1-16, 2013.
|
Y.P. Zhu, X.L. Han and S.J. Liu, "Curve construction based on four αβ-Bernstein-like basis functions", Journal of Computational and Applied Mathematics, Vol.273, No.1, pp.160-181, 2015.
|
Y.P. Zhu and X.L. Han, "Curves and surfaces construction based on new basis with exponential functions", Acta Applicandae Mathematicae, Vol.129, No.1, pp.183-203, 2014.
|
Y.P. Zhu and X.L. Han, "New trigonometric basis possessing exponential shape parameters", Journal of Computational Mathematics, Vol.33, No.6, pp.642-684, 2015.
|
Q.Y. Chen and G.Z. Wang, "A class of Bézier-like curves", Computer Aided Geometric Design, Vol.20, No.1, pp.29-39, 2003.
|
X.A. Han, Y.C. Ma and X.L. Huang, "The cubic trigonometric Bézier curve with two shape parameters", Applied Mathematics Letters, Vol.22, No.2, pp.226-231, 2009.
|
W.Q. Shen and G.Z. Wang, "A class of quasi Bézier curves based on hyperbolic polynomials", Journal of Zhejiang University-SCIENCE A, Vol.6, No.1, pp.116-123, 2005.
|
J. Cao and G.Z. Wang, "Extension of the cubic BernsteinBézier surfaces over the triangular domain", Journal of Computer Aided Design & Computer Graphics, Vol.18, No.9, pp.1403-1407, 2006. (in Chinese)
|
J. Cao and G.Z. Wang, "An extension of Bernstein-Bézier surface over the triangular domain", Progress in Natural Science, Vol.17, No.3, pp.352-357, 2007.
|
W.Q. Shen and G.Z. Wang, "Triangular domain extension of linear Bernstein-like trigonometric polynomial basis", Journal of Zhejiang University SCIENCE (Computer & Electronics), Vol.11, No.5, pp.356-364, 2010.
|
Y.P. Zhu and X.L. Han, "Quasi-Bernstein-Bézier polynomials over triangular domain with multiple shape parameters", Applied Mathematics and Computation, Vol.250, No.1, pp.181-192, 2015.
|