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Numerical computations for Ginzburg-Landau equation with a variable coefficient by using the discrete Morse semiflow (Numerical Solution of Partial Differential Equations and Related Topics)

机译：离散莫尔斯半流对变系数Ginzburg-Landau方程的数值计算（偏微分方程和相关主题的数值解）

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Nakane Kazuaki;
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年度 2000
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3. Numerical solution of fractional partial differential equations with variable coefficients using generalized fractional-order Legendre functions [J] . Yiming Chen, Yannan Sun, Liqing Li Applied mathematics and computation . 2014,第Null期

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4. A Numerical Solution of Linear Variable-Coefficient Partial Differential Equations with Two Independent Variables Based on Kida's Optimum Approximation Theory [C] . Yuichi KIDA, Takuro KIDA International Symposium on Information Theory and its Applications . 2008

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5. Analytic-numerical solutions with a priori error bounds of variable coefficient partial differential equations. [D] . Rosello Ferragud, Maria Dolores. 2001

机译：可变系数偏微分方程的先验误差界的解析数值解。
6. REGULARITY THEOREMS FOR SOLUTIONS OF PARTIAL DIFFERENTIAL EQUATIONS WITH VARIABLE COEFFICIENTS [O] . Felix E. Browder 1957

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7. Continuous and Discrete Fourier Coefficients of Equi-distant Piecewise Linear Continuous Periodic Functions : Application to Mathematical Analysis of An FEM-CSM Combined Method for 2D Exterior Laplace Problems (Numerical Solution of Partial Differential Equations and Related Topics) [O] . Ushijima Teruo 2000

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8. Formulas and tables of coefficients for numerical differentiation with function values given at unequally spaced points and application to solution of partial differential equations [R] . Wu, Chung-Hua 1950

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Numerical computations for Ginzburg-Landau equation with a variable coefficient by using the discrete Morse semiflow (Numerical Solution of Partial Differential Equations and Related Topics)

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