Numerical Methods and Programing

Video Lectures

Displaying all 38 video lectures.
Lecture 1
Programing Basics
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Programing Basics
Lecture 2
Introduction to Pointers
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Introduction to Pointers
Lecture 3
Pointers And Arrays
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Pointers And Arrays
Lecture 4
External Functions and Argument Passing
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External Functions and Argument Passing
Lecture 5
Representation of Numbers
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Representation of Numbers
Lecture 6
Numerical Error
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Numerical Error
Lecture 7
Error Propagation and Stability
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Error Propagation and Stability
Lecture 8
Polynomial Interpolation I
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Polynomial Interpolation I
Lecture 9
Polynomial Interpolation II
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Polynomial Interpolation II
Lecture 10
Error In Interpolation Polynomial
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Error In Interpolation Polynomial
Lecture 11
Polynomial Interpolation
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Polynomial Interpolation
Lecture 12
Cubic Spline Interpolation
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Cubic Spline Interpolation
Lecture 13
Data Fitting: Linear Fit I
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Data Fitting: Linear Fit I
Lecture 14
Data Fitting: Linear Fit II
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Data Fitting: Linear Fit II
Lecture 15
Data Fitting: Non-linear Fit
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Data Fitting: Non-linear Fit
Lecture 16
Matrix Elimation and Solution
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Matrix Elimation and Solution
Lecture 17
Solution To Linear Equations
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Solution To Linear Equations
Lecture 18
Matrix Elimination
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Matrix Elimination
Lecture 19
Eigen Values of a Matrix
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Eigen Values of a Matrix
Lecture 20
Eigen Values And Eigen Vectors
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Eigen Values And Eigen Vectors
Lecture 21
Solving Non-linear Equations
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Solving Non-linear Equations
Lecture 22
Solving Non-linear Equations Newton
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Solving Non-linear Equations Newton
Lecture 23
Methods For Solving Non-Linear Equations
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Methods For Solving Non-Linear Equations
Lecture 24
System of Non-linear Equations
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System of Non-linear Equations
Lecture 25
Numerical Derivations
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Numerical Derivations
Lecture 26
High-order Derivatives From Difference Formula
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High-order Derivatives From Difference Formula
Lecture 27
Numerical Integration: Basic Rules
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Numerical Integration: Basic Rules
Lecture 28
Comparison of Different Basic Rules
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Comparison of Different Basic Rules
Lecture 29
Gaussian Rules
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Gaussian Rules
Lecture 30
Comparison of Gaussian Rules
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Comparison of Gaussian Rules
Lecture 31
Solving Ordinary Differential Equations
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Solving Ordinary Differential Equations
Lecture 32
Solving Ordinary Differential Equations
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Solving Ordinary Differential Equations
Lecture 33
Adaptive Step Size Runge Kutta Scheme
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Adaptive Step Size Runge Kutta Scheme
Lecture 34
Partial Differential Equations
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Partial Differential Equations
Lecture 35
Explicit and Implicit Methods
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Explicit and Implicit Methods
Lecture 36
The Crank: Nicholson Scheme For Two Spatial
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The Crank: Nicholson Scheme For Two Spatial
Lecture 37
Fourier Transforms
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Fourier Transforms
Lecture 38
Fast Fourier Transforms
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Fast Fourier Transforms