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 |