20강 Definition of the Laplace Transform

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커리큘럼

  • 오리엔테이션

    0:07:32 맛보기

  • 20강 Definition of the Laplace Transform

    0:39:12 맛보기

  • 21강 Solution of Initial Value Problems

    0:31:52

  • 22강 Step Functions

    0:18:47

  • 23강 Discontinuous Forcing Functions

    0:15:36

  • 24강 Impulse Functions

    0:17:30

  • 25강 The Convolution Integral

    0:26:20

  • 26강 Basic Theory of 1st Order Linear Equations

    0:28:18

  • 27강 Homogeneous Linear Equations with Constant Coe

    0:28:09

  • 28강 Complex Eigenvalues

    0:17:51

  • 29강 Fundamental Matrixes

    0:37:30

  • 30강 Repeated Eigenvalues

    0:16:21

  • 31강 Nonhomogeneous Linear Systems

    0:18:43

  • 32강 Two-point Boundary Value Problems

    0:17:35

  • 33강 Fourier Series

    0:24:16

  • 34강 Fourier Convergence & Even and odd Functions

    0:10:01

  • 35강 Seperations of Variables(Heat Conduction Eq.)

    0:16:25

  • 36강 Other Heat Conduction Problems

    0:18:05

  • 37강 The Wave Equation

    0:14:58

  • 38강 Laplace Equation

    0:14:46

  • 39강 Sturm-Liouville Boundary Value Problems

    0:29:13

  • 40강 Nonhomogeneous Boundary Value Problems

    0:21:25

  • 41강 Series of Orthogonal Fnc; Mean Convergence

    0:24:38

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