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近期文章
- Multiquadrics without the Shape Parameter for Solving Partial Di fferential Equations
- A collocation method with space–time radial polynomials for inverse heat conduction problems
- Space–Time Radial Basis Function–Based Meshless Approach for Solving Convection–Diffusion Equations
- A Collocation Method Using Radial Polynomials for Solving Partial Differential Equations
- 第十二屆地下水資源及水質保護研討會
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Multiquadrics without the Shape Parameter for Solving Partial Di fferential Equations
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在〈Multiquadrics without the Shape Parameter for Solving Partial Di fferential Equations〉中留言功能已關閉
A collocation method with space–time radial polynomials for inverse heat conduction problems
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在〈A collocation method with space–time radial polynomials for inverse heat conduction problems〉中留言功能已關閉
Space–Time Radial Basis Function–Based Meshless Approach for Solving Convection–Diffusion Equations
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在〈Space–Time Radial Basis Function–Based Meshless Approach for Solving Convection–Diffusion Equations〉中留言功能已關閉
A Collocation Method Using Radial Polynomials for Solving Partial Differential Equations
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在〈A Collocation Method Using Radial Polynomials for Solving Partial Differential Equations〉中留言功能已關閉
Modification of the DDA method for rigid block Problems
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在〈Modification of the DDA method for rigid block Problems〉中留言功能已關閉
Solving Backward Heat Conduction Problems Using a Novel Space–Time Radial Polynomial Basis Function Collocation Method 時空徑向多項式基底函數配點法求解反向熱傳導問題
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在〈Solving Backward Heat Conduction Problems Using a Novel Space–Time Radial Polynomial Basis Function Collocation Method 時空徑向多項式基底函數配點法求解反向熱傳導問題〉中留言功能已關閉
A Novel Meshfree Approach with a Radial Polynomial for Solving Nonhomogeneous Partial Differential Equations 徑向多項式基底函數配點法
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在〈A Novel Meshfree Approach with a Radial Polynomial for Solving Nonhomogeneous Partial Differential Equations 徑向多項式基底函數配點法〉中留言功能已關閉