Description: he basic idea of the method of bisection is to start with an initial interval, [a0,b0], that is chosen so that f(a0)f(b0) < 0. (This guarantees that there is at least one root of the function f(x) within the initial interval.) We then iteratively bisect the interval, generating a sequence of intervals [ak,bk] that is guaranteed to converge to a solution to f(x) = 0.
- [Bisection] - bisection method to estimate roots of f(
- [Bisection] - An simple bisection algorithm for optimi
File list (Check if you may need any files):
Bisection
.........\GaussSeidel.m
.........\pd.m
.........\Velocity.m
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