Description Usage Arguments Value
Find the step size s so that the Newton-Raphson algorithm always moves in the direction of a (local) minimum of (1/2)(f(x)'f(x))
1 |
x0 |
n times 1 vector, the initial point |
dx0 |
n times 1 vector, the Newton direction |
dg |
1 times n vector, the gradient of (1/2)(f'f) at x_0 |
pTol |
scalar, parameter convergence criterium |
f |
pointer to the function whose zero x solves the system of equations |
... |
any additional arguments passed to |
s admissible stepsize
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