[1] BEATON R K,DYN N.Multiquadic B-Splines[J].Journal of Approximation Theory,1996,87(1):1-24.
[2] DE-BOOR C,RON A.Fourier analysis of the approximatio power of principal shift-invariant spaces[J].Constructive Approximation,1992,8(4):427-462.
[3] FENG Y Y,KOZKA J.On convexity and Schoenberg’s variation diminishing splines[J].Journal of China University of Science and Technology,1994,24(2):129-134.
[4] GREVILLE T.Introduction to spline functions[M].New York:Academic Press,1969:1-36.
[5] MARSDEN M J.An identity for spline functions with applications to variation-diminishing splines approximation[J].Journal of Approximation Theory,1970,3(1):7-49.
[6] RABUT C.An introduction to Schonberg’s approximation[J],Comput Math,1992,24:149-241.
[7] 徐志伟,吴宗敏.基于B样条构造高精度拟插值[J].复旦学报(自然科学版),2010,49(4):506-512.
[8] 郭红焱.B样条拟插值算子的逼近[J].贵州师范学院学报(自然科学版),2017,12(33):18-21.
[9] 徐应祥.一种新型B-样条拟插值[J].仲恺农业工程学院学报:2021,34(4):60-65.
[10] 姬佩佩,张贵仓.基于全正基的非均匀三次加权B样条[J].中国图象图形学报:2021,26(4):939-951. |
