Haar wavelet method to solve Volterra integral equations with weakly singular kernel by collocation method

A. Shahsavaran

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Haar wavelet method to solve Volterra integral equations with weakly singular kernel by collocation method

机译：搭配法求解具有奇异核的Volterra积分方程的Haar小波方法

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《Applied mathematical sciences》 |2011年第68期|共10页
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A. Shahsavaran;
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中图分类数学;
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1. CONVERGENCE ANALYSIS OF THE JACOBI SPECTRAL-COLLOCATION METHODS FOR VOLTERRA INTEGRAL EQUATIONS WITH A WEAKLY SINGULAR KERNEL [J] . YANPING CHEN, TAO TANG Mathematics of computation . 2010,第269期

机译：具有弱奇异核的Volterra积分方程的Jacobi谱融合方法的收敛性分析
2. The use of rationalized Haar wavelet collocation method for solving optimal control of Volterra integral equations [J] . Maleknejad Khosrow, Ebrahimzadeh Asyieh Journal of vibration and control: JVC . 2015,第10期

机译：使用合理化的Haar小波搭配方法求解Volterra积分方程的最优控制
3. A multi-domain spectral collocation method for Volterra integral equations with a weakly singular kernel [J] . Zheng Ma, Anatoly A. Alikhanov, Chengming Huang, Applied numerical mathematics . 2021,第Sepa期

机译：具有弱奇异内核的Volterra积分方程的多域光谱搭配方法
4. Solving the Volterra integral equations with weakly singular kernel by Taylor expansion methods [C] . Li Huang, Yulin Zhao, LiangTang International Conference on Advanced Design and Manufacturing Engineering . 2012

机译：泰勒膨胀方法用弱奇异内核求解Volterra积分方程
5. CONVERGENCE AND SUPERCONVERGENCE OF NUMERICAL SOLUTIONS OF WEAKLY SINGULAR INTEGRAL AND DIFFERENTIAL EQUATIONS (GALERKIN, COLLOCATION, EIGENVALUES, EIGENVECTORS, SPLINES) [D] . LEBBAR, RACHID. 1986

机译：弱奇异积分和微分方程数值解的收敛性和超级度验收（Galerkin，Collocation，特征值，特征向量，花键）
6. Jacobi spectral collocation method for the approximate solution of multidimensional nonlinear Volterra integral equation [O] . Yunxia Wei, Yanping Chen, Xiulian Shi, -1

机译：多维非线性Volterra积分方程近似解的Jacobi谱配点法
7. CONVERGENCE ANALYSIS OF THE JACOBI SPECTRAL-COLLOCATION METHODS FOR VOLTERRA INTEGRAL EQUATIONS WITH A WEAKLY Singular Kernel [O] . Yanping Chen, Tao Tang 2009

机译：具有弱奇异核的Volterra积分方程的Jacobi谱融合方法的收敛性分析
8. Multiquadric collocation methods in the numerical solution of Volterra integral equations with weakly singular kernels [R] . Makroglou, A, Kansa, E J 1993

机译：具有弱奇异核的Volterra积分方程数值解中的多元配置方法

Haar wavelet method to solve Volterra integral equations with weakly singular kernel by collocation method

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