L. L. Schumaker, “Spline Functions: Basic Theory”, Wiley New York, 1982.Schumaker, L. L., Spline Functions: Basic Theory, John Wiley & Sons, New York,1981. MR 82j:41001Schumaker, L. L. (1981), Spline Functions Basic Theory, John Wiley & Sons....
样条函数基本理论 Spline Functions: Basic Theory 英文原版 剑桥数学图书馆系列 进口原版书籍 英文版 Larry Schumaker 著 京东价 ￥ 降价通知 累计评价 0 促销 展开促销 配送至 --请选择-- 支持 - + 加入购物车 更多商品信息 广州瑞雅图书专营店 商品评价 4.9 高 物流履约 4.5 高 售后服务 4.6 中...
1981. Spline functions: Basic theory. New York: Wiley. Google Scholar Wegman, E.J., and I.W. Wright. 1983. Splines in statistics. Journal of the American Statistical Association 78(June): 351–365. Article Google Scholar Whittaker, E.T. 1923. On a new method of graduation. ...
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Schumaker L.L.: Spline Functions: Basic Theory, Pure and Applied Mathematics. Wiley, New York (1981) Google Scholar Goswami J.C., Chan A.K.: Fundamentals of Wavelets, Theory, Algorithms and Applications. Wiley, New York (1999) MATH Google Scholar Unser M.: Splines—a perfect fit for...
Non uniform B splinecurves [ A ] . n : roceedin softhe2nd SA JA AN ComputerConference , Tokyo , 1975.551!555 [ 1 ] SchumakerLL.SplineFunctions : BasicTheory [ M ] .NeW York : John iley&Sons ress , 1981 7 3 2 2 期方 逵等:带有给定切线多边形的保形非均匀 B 样条曲线...
2019, Mathematics in Computer Science Surface-Based Geological Reservoir Modelling Using Grid-Free NURBS Curves and Surfaces 2019, Mathematical Geosciences Spline functions: Basic theory, third edition 2007, Spline Functions: Basic Theory, Third EditionView...
Basic Functions of the TI 83 星级: 9 页 spline funtions Basic theory 星级: 600 页 Basic Functions 星级: 34 页 Spline Functions - Basic Theory, 3rd edition (Cambridge University, 2007, 0521705126) 星级: 600 页 Spline FunctionsBasic Theory3rd editionLarry L SchumakerCUP2007 星级: 600...
The purpose of the paper is to adapt to the spherical case the basic theory and the computational method known from surface spline interpolation in Euclidean spaces. Spline functions are defined on the sphere. The solution process is made simple and efficient for numerical computation. In addition...
(Fn)consists of piecewise constant functions andPn(1)is the conditional expectation operator with respect to theσ-algebraFn. Similarly to the definition of martingales, we introduce the following notion: let(fn)n≥0be a sequence of integrable functions. We call this sequence ak-martingale spline...