Function reference • cmna

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

Reference

All functions