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updated 1 month ago

### Sky Sartorius (view profile)

Very simple to use and robust method that takes array inputs, so it even has advantages over fzero.

bisection(f,lb,ub,target,options)

updated 7 months ago

### Salaheddin Hosseinzadeh (view profile)

The Midpoint Method root finder

tansif_qui_FV(varargin)

updated 8 months ago

### Bilal Siddiqui (view profile)

This is Bairtow's method for iteratively finding all other roots of a given polynomial

bairstow_function(a,toler)

bairstow_calling.m

updated 9 months ago

### Mohammad Asif Khan (view profile)

Root Calculation using open end and bracket method

bisect(funcn,x_lower,x_upper,maxm_err,max_iter,varargin)

falseposn(funcn,x_lower,x_upper,maxm_err,max_iter,varargin)

newtonraphson(funcn,funcn_der,x_guess,maxm_err,max_iter,v...

updated 10 months ago

### Thomas Galvin (view profile)

Extends functionality of fzero by dividing interval into sub-intervals and applying fzero on them.

fzero_all(f,x0,N,max_sols)

Example_Zeros_of_BesselJ.m

updated 1 year ago

### Yang Zhou (view profile)

Fixedpoint for number analysis

fixedpoint2a3.m

updated 1 year ago

### Feng Cheng Chang (view profile)

Solving multiple roots polynomial, using simple elementary arithematic operations mostly.

poly_roots(p)

updated 1 year ago

### Sathyanarayan Rao (view profile)

Newton's method can be used to find roots or zero crossing of a real valued function.

R(X)

Rd( X )

Newton.m

updated 2 years ago

### Ehsan Behnam (view profile)

Implementing Bisection and Newton-Raphson methods to find roots of equations

find_one_root_by_bisectin(eq, x, intrvl, ...

newton_raphson(fx, x, intrvl)

root_bisection(fx, x, intrvl)

updated 2 years ago

### Teja Muppirala (view profile)

A demo of root-finding using Newton’s Method. ニュートン法を用いて解の探索を行うデモです

updated 3 years ago

### hüseyin çilsalar (view profile)

Calculation of a function's root using Newton-Rapshon method

Newton_Rapshon_Method.m

updated 5 years ago

### Kyle Drerup (view profile)

Simple implementation of Newton's method, in n dimensions, taking input of >=n equations.

updated almost 6 years ago

### Bohuslav Ruzek (view profile)

ANNI is robust derivative-free, population based solver of a set of non-linear equations.

ANNI(Fname)

my_fcn(fmode, param)

updated almost 6 years ago

### Chandan Kumar (view profile)

Finds root of a polynomial numerically even if it is complex.

Muller.m

updated 6 years ago

### Matt Fig (view profile)

Finds the root(s) of a function of one variable, including complex roots, using Newton's method.

newtzero(f,xr,mx,tol)

updated almost 7 years ago

### Miroslav Balda (view profile)

The function solves a problem of complex root of a complex user-defined function.

AireAiPrime(k,c1,w0,Options)

cxroot(FUN,x0,varargin)

Airekc1.m

updated 8 years ago

### Stephen Morris (view profile)

Find all real roots of an arbitrary function over an arbitrary interval

FindRealRoots(funhandle,a,b,n)

updated 12 years ago

### Valery Garmider (view profile)

Newton-Raphson Pathology

nrfrac(xrngl,xrngr,yrngb,yrngu,res,n)