Code covered by the BSD License
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bisection(strEqn,strVar,a,b,t...
BISECTION finds a solution to f(x) = 0 using the bisection method
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fixedpoint(strEqn,strVar,p0,t...
FIXEDPOINT uses the fixed-point method to solve for a root of f(x)
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muller(strEqn,strVar,p0,p1,p2...
MULLER uses the Muller's method to solve for a root of f(x)
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newton(strEqn,strDer,strVar,p...
NEWTON uses the Newton-Raphson method to solve for a root of f(x)
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Numerical Analysis Functions 1
by Jonathan Lister
25 Sep 2010
Functions for the Bisection, Fixed-Point, Newton-Raphson, and Muller's methods.
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| File Information |
| Description |
Numerical analysis functions that employ the Bisection, Fixed-point, Newton-Raphson, and Muller's methods. Each returns a root for a given function, and optionally a iteration table.
*** Symbolic Toolbox is NOT REQUIRED *** |
| MATLAB release |
MATLAB 7.11 (2010b)
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