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Least square geometric iterative fitting method for generalized B-spline curves with two different kinds of weights.

, , and . Vis. Comput., 32 (9): 1109-1120 (2016)

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Least square geometric iterative fitting method for generalized B-spline curves with two different kinds of weights., , and . Vis. Comput., 32 (9): 1109-1120 (2016)Adaptive fitting algorithm of progressive interpolation for Loop subdivision surface., , , and . IJDSN, (2018)Generalized B-splines' geometric iterative fitting method with mutually different weights., , , and . J. Comput. Appl. Math., (2018)Dual basis functions for the NS-power basis and their applications., , and . Appl. Math. Comput., 207 (2): 434-441 (2009)The conditions of convexity for Bernstein-Bézier surfaces over triangles., , , and . Comput. Aided Geom. Des., 27 (6): 421-427 (2010)A new four-point shape-preserving C3 subdivision scheme., , and . Comput. Aided Geom. Des., 31 (1): 57-62 (2014)Corrigendum to "Super-resolution by polar Newton-Thiele's rational kernel in centralized sparsity paradigm" Signal Processing: Image Communication, 31(2015), pp 86-99., , , , and . Signal Process. Image Commun., (2015)Color Transfer Based on Combining Subtractive Clustering with FCM Clustering., , and . CAD/Graphics, page 461-464. IEEE, (2007)Geometric Modeling for Interpolation Surfaces Based on Blended Coordinate System., and . VSMM, volume 4270 of Lecture Notes in Computer Science, page 222-231. Springer, (2006)An extended sparse model for blind image deblurring., , , and . Signal Image Video Process., 18 (2): 1863-1877 (2024)