Ibrahim Atef

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An iterative regularization method in the setting of a finite dimensional subspace X h of the real Hilbert space X has been considered for obtaining stable approximate solution to nonlinear ill-posed operator equations F (x) = y where F : D(F) ⊆ X −→ X is a nonlinear monotone operator on X. We assume that only a noisy data y δ with y − y δ ≤ δ are(More)
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