B-SPLINE

作品数：246被引量：414H指数：10
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相关机构：武汉大学哈尔滨工业大学中国科学院北京理工大学更多>>
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Cross Validation Based Model Averaging for Varying-Coefficient Models with Response Missing at Random
《Journal of Applied Mathematics and Physics》2024年第3期764-777,共14页Huixin Li Xiuli Wang 
In this paper, a model averaging method is proposed for varying-coefficient models with response missing at random by establishing a weight selection criterion based on cross-validation. Under certain regularity condi...
关键词：Response Missing at Random Model Averaging Asymptotic Optimality B-Spline Approximation 
Quintic B-Spline Method for Solving Sharma Tasso Oliver Equation
《Journal of Applied Mathematics and Physics》2022年第12期3920-3936,共17页Talaat S. Eldanaf Mohamed Elsayed Mahmoud A. Eissa Faisal Ezz-Eldeen Abd Alaal 
When analysing the thermal conductivity of magnetic fluids, the traditional Sharma-Tasso-Olver (STO) equation is crucial. The Sharma-Tasso-Olive equation’s approximate solution is the primary goal of this work. The q...
关键词：Nonlinear Partial Differential Equations Sharma-Tasso-Olver (STO) Equation Quintic B-Spline Collocation Method Von Neumann Stability Analysis 
Numerical Solution of the Seventh Order Boundary Value Problems Using B-Spline Method
《Journal of Applied Mathematics and Physics》2021年第12期3058-3066,共9页Maryam Khazaei Yeganeh Karamipour 
We develop a numerical method for solving the boundary value problem of The Linear Seventh Ordinary Boundary Value Problem by using the seventh-degree B-Spline function. Formulation is based on particular terms of ord...
关键词：Spline and B-Spline Functions Seventh Order Boundary Value Problem Septic B-Spline Collocation Method 
Collocation Method for Solving the Generalized KdV Equation
《Journal of Applied Mathematics and Physics》2020年第6期1123-1134,共12页Turabi Geyikli 
In this work, we have obtained numerical solutions of the generalized Korteweg-de Vries (GKdV) equation by using septic B-spline collocation finite element method. The suggested numerical algorithm is controlled by ap...
关键词：Generalized Korteweg-de Vries Equation Finite Element Method COLLOCATION Septic B-Spline SOLITON 
Patchwise Mapping Method for Solving Elliptic Boundary Value Problems Containing Multiple Singularities
《Journal of Applied Mathematics and Physics》2019年第7期1572-1598,共27页Hyunju Kim 
In the paper [1], the geometrical mapping techniques based on Non-Uniform Rational B-Spline (NURBS) were introduced to solve an elliptic boundary value problem containing a singularity. In the mapping techniques, the ...
关键词：Mapping Method NON-UNIFORM Rational B-SPLINE (NURBS) GALERKIN Approximation Isogeometric Analysis MULTIPLE SINGULARITIES 
Wavelet Collocation Method for Solving Elliptic Singularly Perturbed Problem
《Journal of Applied Mathematics and Physics》2019年第1期166-171,共6页Bin Lin 
Wavelet collocation method is used to solve an elliptic singularly perturbed problem with two parameters. The B-spline function is used as a single mother wavelet, which leads to a tri-diagonal linear system. The accu...
关键词：B-SPLINE FUNCTIONS WAVELET COLLOCATION Method ELLIPTIC Singularly PERTURBED Problems 
B-Spline Collocation Method for Solving Singularly Perturbed Boundary Value Problems
《Journal of Applied Mathematics and Physics》2016年第9期1699-1704,共6页Bin Lin 
We use fifth order B-spline functions to construct the numerical method for solving singularly perturbed boundary value problems. We use B-spline collocation method, which leads to a tri-diagonal linear system. The ac...
关键词：Fifth Order B-Spline Functions B-Spline Collocation Method Singularly Perturbed Boundary Value Problems 
Septic B-Spline Solution of Fifth-Order Boundary Value Problems
《Journal of Applied Mathematics and Physics》2016年第8期1446-1454,共9页Bin Lin 
A numerical method based on septic B-spline function is presented for the solution of linear and nonlinear fifth-order boundary value problems. The method is fourth order convergent. We use the quesilinearization tech...
关键词：Septic B-Spline Function Fifth-Order Boundary Value Problems B-Spline Collocation Method Nonlinear Problems 
B-Spline Approximation of Ship Waves on the Free Surface
《Journal of Applied Mathematics and Physics》2015年第1期81-85,共5页Fang Li Hui Li Huilong Ren 
We consider the problem of a ship advancing in waves. In this method, the zone of free surface in the vicinity of body is discretized. On the discretized surface, the first-order and second-order derivatives of ship w...
关键词：B-SPLINE APPROXIMATION of SHIP WAVES on the Free SURFACE 
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