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Syllabus coverage.md
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--- Created: 2024/10/28 01:58 --- ## Linear system of algebraic equations - [ ] Background ### Direct elimination method - [x] Matrix inversion method - [x] Cramer's rule - [x] Gauss Elimination method - [x] Gauss Jordan method ### Iteration method - [x] Jacobi method - [x] Gauss-Seidel method ## Finite differences method - [x] Background - [x] Taylor series expansion - [x] Approximation of first derivative - [x] Approximation of second derivative ## Numerical differentiation - [x] Background - [x] Differentiating tabulated function (forward difference) - [x] Differentiating tabulated function (backward difference) - [x] Differentiating tabulated function (divided difference) - [x] Difference formulae ## Numerical integration - [ ] Background - [x] Trapezoidal rule - [x] Simpson's 1/3 rule - [x] Simpson's 3/8 rule - [x] Richardson's extrapolation based on trapezoidal rule - [x] Romberg rule ## Euler formula - [ ] Background - [x] Method based math ## Taylors series - [x] Method based math ## Runge-Kutta method - [x] Background - [x] Method based math
Created: 2024/10/28 01:58
Linear system of algebraic equations
Background
Direct elimination method
Matrix inversion method
Cramer's rule
Gauss Elimination method
Gauss Jordan method
Iteration method
Jacobi method
Gauss-Seidel method
Finite differences method
Background
Taylor series expansion
Approximation of first derivative
Approximation of second derivative
Numerical differentiation
Background
Differentiating tabulated function (forward difference)
Differentiating tabulated function (backward difference)
Differentiating tabulated function (divided difference)
Difference formulae
Numerical integration
Background
Trapezoidal rule
Simpson's 1/3 rule
Simpson's 3/8 rule
Richardson's extrapolation based on trapezoidal rule
Romberg rule
Euler formula
Background
Method based math
Taylors series
Method based math
Runge-Kutta method
Background
Method based math
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