Numerical Algorithms
===================

A collection of numerical algorithms.

Main Topics:
-Error
-Bisection Method
-Newton's Method
-Secant Method
-Polynomial Interpolation
-Linear Algebra (matrices, Gaussian elimination, Cramer's Rule)
-First and Second derivatives
-Trapezoid Method
-Simpson's Method
-Node transformations
-Romberg Integration Algorithm (appl. of Richardson extrapolation)
-Gaussian Quadrature (2 and 3 point integration)
-Runge-Kutta Algorithms (orders 2, 3 and 4)

Other Topics:
-Distance between two points
-Calculate the hypotenuse of a triangle
-Area of triangle (using points)
-Wilkinson function
-Calculation of Chebyshev nodes
-Hilbert matrices
-Additional Newton-Cotes rules
-Convert polar coordinates to Cartesian coordinates
-Print a Fibonacci sequence
-Jacobian Matrix Evaluation in R2 and R3
-Wronskian Matrix Evaluation in R2