Theorem 3.3 — if $F(x_k)\to0$, $\|F(x_k)\|$ is nonincreasing and the steps are inexact Newton steps at a fixed level, a limit point with $F'$ invertible is a zero and the limit

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Theorem 3.3 — if $F(x_k)\to0$, $\|F(x_k)\|$ is nonincreasing and the steps are inexact Newton steps at a fixed level, a limit point with $F'$ invertible is a zero and the limit · Prove2Me