Modules / Lectures

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Module Name | Download | Description | Download Size |
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Week 1: Error Analysis, Probability and Distributions | ExamSet1 | ExamSet1 | 160 |

Week 1: Error Analysis, Probability and Distributions | SolutionSet1 | SolutionSet1 | 47 |

Week 1: Error Analysis, Probability and Distributions | ExamSet2 | ExamSet2 | 160 |

Week 1: Error Analysis, Probability and Distributions | SolutionSet2 | SolutionSet2 | 47 |

Sl.No | Chapter Name | English |
---|---|---|

1 | Lecture 1: Errors, precision and accuracy | PDF unavailable |

2 | Lecture 2: Probability and distributions | PDF unavailable |

3 | Lecture 3: Gaussian distribution and integrals | PDF unavailable |

4 | Lecture4:Gaussian distribution, integrals, averages | PDF unavailable |

5 | Lecture 5: Practice problems 1 | PDF unavailable |

6 | Lecture 6: Vectors and Vector Spaces | PDF unavailable |

7 | Lecture 7: Linear Independence | PDF unavailable |

8 | Lecture 8: Scalar and vector fields | PDF unavailable |

9 | Lecture 9: Gradient, divergence and curl | PDF unavailable |

10 | Lecture 10: Practice problems 2 | PDF unavailable |

11 | Lecture 11: Line integrals, Potential Theory | PDF unavailable |

12 | Lecture 12: Surface and Volume Integrals | PDF unavailable |

13 | Lecture 13: Matrices | PDF unavailable |

14 | Lecture 14: Linear Systems, Cramer's Rule | PDF unavailable |

15 | Lecture 15: Practice Problems 3 | PDF unavailable |

16 | Lecture 16: Rank and Inverse of a Matrix | PDF unavailable |

17 | Lecture 17: Eigenvalues and Eigenvectors | PDF unavailable |

18 | Lecture 18: Special matrices | PDF unavailable |

19 | Lecture 19: Spectral decomposition and Normal modes | PDF unavailable |

20 | Lecture 20: Practice Problems 4 | PDF unavailable |

21 | Lecture 21: Differential equations, Order | PDF unavailable |

22 | Lecture 22: Exact and Inexact differentials | PDF unavailable |

23 | Lecture 23: Integrating Factors | PDF unavailable |

24 | Lecture 24: System of 1st order ODEs, matrix methods | PDF unavailable |

25 | Lecture 25: Practice Problems 5 | PDF unavailable |

26 | Lecture 26: Types of 2nd order ODEs, nature of solutions | PDF unavailable |

27 | Lecture 27: Homogeneous 2nd order ODEs | PDF unavailable |

28 | Lecture 28: Homogeneous and nonhomogeneous equations | PDF unavailable |

29 | Lecture 29: Nonhomogeneous equations – Variation of parameters | PDF unavailable |

30 | Lecture 30: Practice Problems 6 | PDF unavailable |

31 | Lecture 31: Power series method for solving Legendre DE | PDF unavailable |

32 | Lecture 32: Properties of Legendre Polynomials | PDF unavailable |

33 | Lecture 33: Associated Legendre Polynomials, Spherical Harmonics | PDF unavailable |

34 | Lecture 34: Hermite Polynomials, Solution of Quantum Harmonic Oscillator | PDF unavailable |

35 | Lecture 35: Practice Problems 7 | PDF unavailable |

36 | Lecture 36: Conditions for power series solution | PDF unavailable |

37 | Lecture 37: Frobenius Method, Bessel Functions | PDF unavailable |

38 | Lecture 38: Properties of Bessel Functions, circular boundary problems | PDF unavailable |

39 | Lecture 39: Leguerre Polynomials, solution to radial part of H-atom | PDF unavailable |

40 | Lecture 40: Practice Problems 8 | PDF unavailable |

Sl.No | Language | Book link |
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1 | English | Not Available |

2 | Bengali | Not Available |

3 | Gujarati | Not Available |

4 | Hindi | Not Available |

5 | Kannada | Not Available |

6 | Malayalam | Not Available |

7 | Marathi | Not Available |

8 | Tamil | Not Available |

9 | Telugu | Not Available |