Introduction to Methods of Applied Mathematics J576E386J8
| URI | m2://res/J576E386J8 |
|---|---|
| Kind | course |
| Creators | Mani Mehra (instructor), Vivek Kumar Aggarwal (instructor) |
| Date | 2019-07-20 |
| Scope | in |
| Ids | course 049tgcd06:111102133 |
Expressions
e1: edition
| Language | en |
|---|---|
| Date | 2019-07-20 |
- m1: page, IIT Delhi (record). nptel 111102133
- m2: page, 2019-07-20 (record). nptel 111102133
Contents
- part 1: Week 1
- session 1: Introduction to First Order Differential Equations
- session 2: Introduction to First Order Differential Equations (contd…)
- session 3: Introduction to Second Order Linear Differential Equations
- part 2: Week 2
- session 4: Second Order Linear Differential Equations With Constant Coefficients
- session 5: Second Order Linear Differential Equations With Constant Coefficients (Contd…)
- session 6: Second Order Linear Differential Equations With Variable Coefficients
- part 3: Week 3
- session 7: Factorization of Second order Differential Operator & Euler Cauchy Equation
- session 8: Power Series Solution of General Differential Equation
- session 9: Green's function
- part 4: Week 4
- session 10: Method of Green's Function for Solving Initial Value & Boundary Value Problems
- session 11: Adjoint Linear Differential Operator
- session 12: Adjoint Linear Differential Operator (Contd..)
- part 5: Week 5
- session 13: Sturm-Liouvile Problems
- session 14: Laplace transformation
- session 15: Laplace transformation (Contd…)
- part 6: Week 6
- session 16: Laplace Transform Method for Solving Ordinary Differential Equations
- session 17: Laplace Transform Applied to Differential Equations & Convolution
- session 18: Fourier Series
- part 7: Week 7
- session 19: Fourier Series (Contd…)
- session 20: Gibbs Phenomenon and Parseval's Identity
- session 21: Fourier Integral and Fourier Transform
- part 8: Week 8
- session 22: Fourier Integral and Fourier Transform (Contd..)
- session 23: Fourier Transform Method for Solving Ordinary Differential Equations
- session 24: Frames, Riesz Bases and Orthonormal Bases
- part 9: Week 9
- session 25: Frames, Riesz Bases and Orthonormal Bases (Contd..)
- session 26: Fourier Series and Fourier Transform
- part 10: Week 10
- session 27: Time-Frequency Analysis and Gabor Transform
- session 28: Window Fourier Transform and Multiresolution Analysis
- part 11: Week 11
- session 29: Construction of Scaling Functions and Wavelets Using Multiresolution Analysis
- session 30: Daubechies Wavelet
- part 12: Week 12
- session 31: Daubechies Wavelet (Contd…)
- session 32: Wavelet Transform and Shannon Wavelet
Catalogue records
- nptel: 111102133 (manifestation)
- nptel_video: 111102133 (manifestation)