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Students should use
ODTU-Class

There will be 28 lectures given by the instructors, each lasting 2 hours. The schedule below gives a rough list of course content on a per-week basis.

Note: This schedule may be modified/reorganized as the class progresses.

Week 1 | Introduction Matrices corresponding to differentiation operators. |

Week 2 |
Differences, derivatives and boundary conditions. Gaussian elimination and LU decomposition. |

Week 3 | Inverses and delta functions. |

Week 4 | Eigenvalues and eigenvectors. |

Week 5 | Positive definite matrices. |

Week 6 |
Equilibrium and the stifness matrix. Mechanical Vibrations. |

Week 7 | Review. |

Week 8 |
Projections. The method of least squares. |

Week 9 | Structures in equilibrium. |

Week 10 | Fourier series for periodic functions. |

Week 11 | Special functions. |

Week 12 |
Discrete Fourier transform. Fast Fourier transform. |

Week 13 | Convolution and signal processing. |

Week 14 | Review. |