### Refine by Time Frame

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 9 months ago

### Wilson Guillín Estrada (view profile)

To aproximate a root of the equation f(x)=0 in a interval [a,b] (root)

biseccion(f,a,b,delta)

updated 1 year ago

### kwonryong Hong (view profile)

model and simulate Stewart Platform (root)

StewartPlatformSetup.m

StewartMVController.m

StewartPlatformEquilibrium.mdl

updated 1 year ago

### bhushan ishwarkar (view profile)

it is research paper used for face recognition (root)

updated almost 2 years ago

### Daniel Herber (view profile)

Find the sum of digits of a vector and an interesting script that uses it

sum_digits(x)

dsum_eq_rsum.m

updated almost 2 years ago

### Elias Wegert (view profile)

Routines for creating color representations of complex functions (phase plots)

BrightenRGB(RGB,bright)

GUI_PhasePlot(hObject, ~)

PPDemo(cs)

updated almost 2 years ago

MRAC

### Erza (view profile)

MRAC_1.mdl

updated almost 2 years ago

Calculates the root of a function using the Bisection method. Values at each iteration are plotted.

BisectionMethod_Animation_JA

updated 2 years ago

Uses Newton's method to calculate a root to a polynomial function.

NewtonsMethod_Animation_JA

updated 2 years ago

### Heri (view profile)

detection hand tracking (root)

webcam(varargin)

updated 2 years ago

### Dr. Siva Srinivas Kolukula (view profile)

To plot a basin of attraction for given governing equations: x^3-y = 0 ; y^3-x = 0

NewtonRaphson(X)

BasinsofAttraction.m

updated 2 years ago

### Aamir Alaud Din (view profile)

Root finding by bisection method

bisection(f,a,b,epsilon)

updated 3 years ago

### Gholamreza (Shahab) Anbarjafari (view profile)

this program is a simple example of numerical analysis application in MATLAB.

NumericExample.m

updated 4 years ago

### brajmohan sharma (view profile)

matlab code (root)

AM_fft.m

updated 4 years ago

### Maxim Vedenyov (view profile)

3 functions: [z isrise]=find_zeros(s); mn=loacal_minimums(s); mx=loacal_maximums(s);

find_zeros(s)

loacal_maximums(s)

loacal_minimums(s)

updated 4 years ago

### osman onur gürler (view profile)

its mathematical muller method for find roots of equations

muller.m

updated 4 years ago

### osman onur gürler (view profile)

bisection root finding code

yarilama.m

updated 4 years ago

### osman onur gürler (view profile)

calculates equation roots for border points

sekant.m

updated 4 years ago

### Harmon Amakobe (view profile)

Finds better successive approximations for the root of a function using Newton's Method.

newt(func,gss,ite,tol)

updated almost 5 years ago

### Bernhard Stroebel (view profile)

COMPLEXROOTS(X, N) returns all (N) complex Nth roots of X.

complexroots(x,n)

updated 5 years ago

### Wolfgang Putschögl (view profile)

Computes the root of a function f by bisectioning.

bisection(f,a,b,delta)

updated 5 years ago

### Mubarak (view profile)

this is a code to estimate frequencies of two closely sinusoid in random noise. (root, thanks)

sinsep.m

updated almost 6 years ago

### Patrick (view profile)

With data (x,y), the function finds "x" that correspond to y=y0.

fzero_data(x,y,y0)

updated 6 years ago

### Varun Gandhi (view profile)

Tool that can be used to easily set the Root Property: 'ScreenPixelsPerInch'

uisetscreenpixelsperinch.m

updated 6 years ago

### Russell Francis (view profile)

Calculate the roots of a Chebyshev polynomial of arbitrary degree.

ChebyshevRoots( n, type, range )

updated 10 years ago

### Jan Lubina (view profile)

Calculates the RMS for discrete time vectors.

calcEff(varargin)

updated almost 11 years ago

### Christian Schultes (view profile)

Calculate the max weighted root mean square in different window.

weighted_rms.m

updated almost 12 years ago

### Jordi Soler Penades (view profile)

Solves non-linear multiple variable system using Newton method.

newtonmve(fnewt,x0,tol,maxiter)

updated 13 years ago

### Brian Borchers (view profile)

This collection compute square root free Cholesky factorizations of the form A=L*D*L'

ldlt(A)

ldltdown(L,D,v)

ldltup(L,D,v)