1. |
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수리물리학2_0902 |
복소수함수, 미분방정식, 특수함수 등에 대해 강의 |
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수리물리학2_0904 |
복소수함수, 미분방정식, 특수함수 등에 대해 강의 |
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2. |
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Complex variable 2_0911 |
Laurent series, Residue theorem |
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3. |
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Contour Integral_0916 |
Various contour integrals |
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Contour integral and ODE_0918 |
Contour integrals continued and introduction to ODE |
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4. |
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Differential Equations 1_0923 |
Series solution in ODE |
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Differential Equations 2_0925 |
Finding second solution in 2nd ODE |
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Differential Equations 3_0930 |
Sturm-Liouville Theory |
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5. |
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Partial Differential Equations 1_1002 |
Separation of variables 1 |
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Partial differential equations 2_1014 |
Separation of variables 2 |
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6. |
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Gamma function_1016 |
Properties of Gamma functions |
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7. |
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Bessel functions 1_1021 |
Recursion relations |
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Bessel functions 2_1023 |
Orthogonality and Neumann function |
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8. |
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Spherical Bessel functions_1028 |
Recursion relations |
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9. |
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Legendre functions 1_1030 |
Properties of Legendre functions |
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Legendre functions 2_1104 |
Application using Legendre functions |
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10. |
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Associated Legendre functions_1106 |
Properties of associated Legendre functions |
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11. |
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Hermite functions_1111 |
Properties of Hermite functions |
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12. |
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Laguerre functions_1113 |
Properties of Laguerre functions |
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13. |
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Calculus of variations 1_1120 |
Euler equations |
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Calculus of variations 2_1125 |
Euler equations with several variables |
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Calculus of variations 3_1127 |
Extrema with constraints |
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14. |
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Laplace transform 1_1202 |
Properties of Laplace transform |
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Laplace transform 2_1204 |
Convolution theorem and inverse transform |
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15. |
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assigment1 |
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assigment2 |
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assigment3 |
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assigment4 |
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assigment5 |
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