R: Computational Methods for Numerical Analysis

# Computational Methods for Numerical Analysis

## Documentation for package ‘cmna’ version 1.0.5

- DESCRIPTION file
- Package README

## Help Pages

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