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0:19:25
Exercise 1 5 Lebesgue function
0:09:28
Dirichlet problem Existence and uniqueness (updated)
0:08:32
Strong and weak formulations (updated)
0:09:28
Schwarz, Poincare and Friedrichs inequalities (updated)
0:06:08
Examples (updated)
0:21:25
Sobolev and Lebesgue-spaces part (updated)
0:14:52
Vector spaces and Hilbert Spaces (updated)
0:06:25
Example of numercal solutions for hyperbolic problems (updated)
0:08:07
Numercal solutions for hyperbolic problems method (updated)
0:08:13
Example of numercal solutions for parabolic problems (updated)
0:09:28
Numercal solutions for parabolic problems Explisit method (updated)
0:05:47
Example of irregular boundaries (updated)
0:04:53
Irregular boundaries (updated)
0:12:19
Neumann and mixed problem (updated)
0:07:05
ADI-method (updated)
0:06:41
Gauss Seidel iteration (updated)
0:14:42
Diffence equation for the Poissons equation (updated)
0:07:15
Characterization of quasilinear PDEs (update)
0:10:48
Circular membrane (updated)
0:04:47
Bessel Equation and Bessel functions (updated)
0:01:22
Animation of example 2 (updated)
0:03:32
Laplace equation (updated)
0:00:51
Takoma Narrow bridge (updated)
0:08:05
Example 2 (updated)
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