A discrepancy principle for the Landweber iteration based on risk minimization
Copyright policy )A discrepancy principle for the Landweber iteration based on risk minimization
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regularization, white Gaussian noise, Inverse problems, Landweber algorithm, Regularization, Risk minimization, Stopping rule, inverse problems, linear system with noisy data, stopping rule, Numerical solution to inverse problems in abstract spaces, Inverse problems; Landweber algorithm; Regularization; Risk minimization; Stopping rule;, Landweber algorithm, signal formation model, risk minimization
regularization, white Gaussian noise, Inverse problems, Landweber algorithm, Regularization, Risk minimization, Stopping rule, inverse problems, linear system with noisy data, stopping rule, Numerical solution to inverse problems in abstract spaces, Inverse problems; Landweber algorithm; Regularization; Risk minimization; Stopping rule;, Landweber algorithm, signal formation model, risk minimization
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