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C++11 implementation of numerical algorithms described in Numerical Analysis by Richard L. Burden and J. Douglas Faires
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SanketSarmalkar/Numerical_Methods
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C++11 implementation of numerical algorithms described inNumerical Analysisby Richard L. Burden and J. Douglas Faires
Currently includes:
- Bisection Method
- Fixed Point Method
- Newton Method
- Modified Newton Method
- Secant Method
- Regula Falsi Method (Method of False Position)
- Gauss Elimination Method (Direct Method)
- Guass Jordon Method
- Guass Jacobi Method
- Guass Seidal Method
- Power Method (dominant Eigen Value)
- Method of Least Squares Approximation
- Polynomial Least Squares Approximation
- Lagrange Interpolation
- Direct Difference
- Forward Difference
- Backward Difference
- Central Difference
- Forward and Backward Difference Formula
- First Derivative Point Formula
- Second Derivative Mid Point Formula
- Trapezoidal Rule
- Simpson Rule
- Gaussian Quadrature
- Euler Method
- Taylor Method
- Runga Kutta Method
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C++11 implementation of numerical algorithms described in Numerical Analysis by Richard L. Burden and J. Douglas Faires
Topics
mathematics curve-fitting cpp17 numerical-methods numerical-integration euler-method newton-method numerical-differentiation lagrange-interpolation taylor-method bisection-method secant-method divided-differences nonlinear-systems fixed-point-method modified-newton-method regula-falsi-method gauss-methods runga-kutta-method
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