# Computational Methods for Numerical Analysis

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 cmna-package Computational Methods for Numerical Analysis adamsbashforth Initial value problems adaptint Adaptive Integration betterpoly Horner's rule bezier Bezier curves bilinear Bilinear interpolation bisection The Bisection Method bvp Boundary value problems bvpexample Boundary value problems bvpexample10 Boundary value problems cbezier Bezier curves cgmmatrix Solve a matrix using iterative methods choleskymatrix Cholesky Decomposition cmna Computational Methods for Numerical Analysis cubicspline Natural cubic spline interpolation detmatrix Calculate the determinant of the matrix discmethod Volumes of solids of revolution division Algorithms for divisions euler Initial value problems eulersys Initial value problems for systems of ordinary differential equations fibonacci Fibonacci numbers findiff Finite Differences findiff2 Finite Differences gauss.hermite Gaussian integration method driver gauss.laguerre Gaussian integration method driver gauss.legendre Gaussian integration method driver gaussint Gaussian integration method driver gaussseidel Solve a matrix using iterative methods gd Gradient descent gdls Least squares with graident descent giniquintile Gini coefficients goldsect Golden Section Search goldsectmax Golden Section Search goldsectmin Golden Section Search gradasc Gradient descent graddsc Gradient descent gradient Gradient descent heat Heat Equation via Forward-Time Central-Space hillclimbing Hill climbing himmelblau Himmelblau Function horner Horner's rule invmatrix Invert a matrix isPrime Test for Primality iterativematrix Solve a matrix using iterative methods ivp Initial value problems ivpsys Initial value problems for systems of ordinary differential equations jacobi Solve a matrix using iterative methods kahansum Two summing algorithms linterp Linear interpolation longdiv Algorithms for divisions lumatrix LU Decomposition mcint Monte Carlo Integration mcint2 Monte Carlo Integration midpt rectangle method midptivp Initial value problems naivediv Algorithms for divisions naivepoly Horner's rule naivesum Two summing algorithms newton Newton's method nn Nearest interpolation nthroot The n-th root formula polyinterp Polynomial interpolation pwiselinterp Piecewise linear interpolation pwisesum Two summing algorithms qbezier Bezier curves quadratic The quadratic equation. quadratic2 The quadratic equation. rdiff Finite Differences refmatrix Matrix to Row Echelon Form replacerow Elementary row operations resizeImage Image resizing resizeImageBL Image resizing resizeImageNN Image resizing revolution-solid Volumes of solids of revolution rhorner Horner's rule romberg Romberg Integration rowops Elementary row operations rrefmatrix Matrix to Row Echelon Form rungekutta4 Initial value problems sa Simulated annealing scalerow Elementary row operations secant Secant Method shellmethod Volumes of solids of revolution simp Simpson's rule simp38 Simpson's 3/8 rule solvematrix Matrix to Row Echelon Form summation Two summing algorithms swaprows Elementary row operations symdiff Finite Differences trap Trapezoid method tridiagmatrix Solve a tridiagonal matrix tspsa Simulated annealing vecnorm Norm of a vector wave Wave Equation using wilkinson Wilkinson's Polynomial