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H¹-Norm Error Bounds For Piecewise Hermite Bicubic Orthogonal Spline Collocation Schemes For Elliptic Boundary Value Problems

机译：椭圆型边值问题的分段Hermite双三次正交样条搭配方案的H 1-范数误差界

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Bernard Bialecki; Xiao-chuan Cai;
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年度 2007
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2. Boundary Observability of Semi-Discrete Second-Order Integro-Differential Equations Derived from Piecewise Hermite Cubic Orthogonal Spline Collocation Method [J] . Xu Da Applied mathematics and optimization . 2018,第1期

机译：分段Hermite立方正交样条裂缝方法的半离散二阶积分微分方程的边界可观察性
3. Convergence analysis of orthogonal spline collocation for elliptic boundary value problems [J] . Bialecki B. SIAM Journal on Numerical Analysis . 1998,第2期

机译：椭圆样值问题正交样条搭配的收敛性分析
4. An efficient cubic B-spline and bicubic B-spline collocation method for numerical solutions of multidimensional nonlinear stochastic quadratic integral equations [J] . Mirzaee Farshid, Alipour Sahar Mathematical Methods in the Applied Sciences . 2020,第1期

机译：用于多维非线性随机二次积分方程数值解的有效立方B样条和双臂B样条配合方法
5. A Novel Numerical Scheme of Cubic Hermite Spline Collocation Method for Solving Burgers' Equation [C] . Ishfaq Ahmad Ganaie, V. K. Kukreja International Conference of Numerical Analysis and Applied Mathematics . 2014

机译：立方Hermite花键搭配方法的新型数值方案，用于解决汉堡等式
6. Orthogonal spline collocation for nonlinear elliptic boundary value problems. [D] . Aitbayev, Abdulrakhim. 1998

机译：非线性样条边值问题的正交样条搭配。
7. High Accuracy Spline Explicit Group (SEG) Approximation for Two Dimensional Elliptic Boundary Value Problems [O] . Joan Goh, Norhashidah Hj. M. Ali -1

机译：二维椭圆边值问题的高精度样条显式群（SEG）逼近
8. A New Ordering Scheme for the Hermite Bicubic Collocation Equations [O] . Dyksen, Wayne R. 1981

机译：Hermite双三次配置方程的新排序方案
9. Solution of Packed-Bed Heat-Exchanger Models by Orthogonal Collocation Using Piecewise Cubic Hermite Functions [R] . Dixon, A. G. 1980

机译：用分段三次Hermite函数求解正交配置的填充床换热器模型

H¹-Norm Error Bounds For Piecewise Hermite Bicubic Orthogonal Spline Collocation Schemes For Elliptic Boundary Value Problems

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