Finding roots of equations by Ehsan Behnam

Implementing Bisection and Newton-Raphson methods to find roots of equations (root of equations, bisection, newtonraphson)

find_one_root_by_bisectin(eq, x, intrvl, ...

newton_raphson(fx, x, intrvl)

root_bisection(fx, x, intrvl)

Solve Nonlinear Equation Numerically by Hassan Najjar

Four different methods for numerically solving nonlinear equations. (nonlinear equations, solve, fixed point)

bisect( funch, a, b, tol )

fixedpt( f, g, a, b, tol )

newton( func,dfunc,a,tol )

Vectorized Bisection Search by Sky Sartorius

Find x such that f(x) = target. Vectorization allows for some key advantages over FZERO. (bisection, search, root)

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

bisection by osman onur gürler

bisection root finding code (bisection, yarılama, yöntem)

yarilama.m

Bisection's method by Andrea Cirillo

It's a matlab function that finds a regular real function's zero with the bisection's method. (bisection, approximation, optimization)

p_min=bisection(func,int,iter,tol_x,tol_f)

Bisection by Wolfgang Putschögl

Computes the root of a function f by bisectioning. (approximation, solve, mathematics)

bisection(f,a,b,delta)

Numerical Analysis Functions 1 by Jonathan Lister

Functions for the Bisection, Fixed-Point, Newton-Raphson, and Muller's methods. (newtonraphson, fixedpoint, bisection)

bisection(strEqn,strVar,a,b,tol,n)

fixedpoint(strEqn,strVar,p0,tol,n)

muller(strEqn,strVar,p0,p1,p2,tol,n)

Bisection Method by T. R.

Bisection Method (bisection, numerical analysis)

bisection(f, a, b, N, Tol, verb)

Bisection Algorithm for H infinity by ilker Delice

Bisection algorithm finds gama value of H infinity (h infinity, bisection, algorithm)

Hinf_Bisection.m