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Can an a priori error estimate for an approximate solution of an ill-posed problem be comparable with the error in data?
Online Contents | 2014|Keywords: normally solvable operator -
Can an a priori error estimate for an approximate solution of an ill-posed problem be comparable with the error in data?
Springer Verlag | 2014|Keywords: normally solvable operator -
Iteratively regularized Gauss–Newton method for operator equations with normally solvable derivative at the solution
Online Contents | 2016|Keywords: normally solvable operator -
Iteratively regularized Gauss–Newton method for operator equations with normally solvable derivative at the solution
Springer Verlag | 2016|Keywords: normally solvable operator -
Iteratively regularized methods for irregular nonlinear operator equations with a normally solvable derivative at the solution
Online Contents | 2016|Keywords: normally solvable operator -
Algebras of Toeplitz operators with oscillating symbols
Project Euclid | 2004|Keywords: normally solvable operator -
Iteratively regularized methods for irregular nonlinear operator equations with a normally solvable derivative at the solution
Springer Verlag | 2016|Keywords: normally solvable operator -
Accuracy estimates of Gauss–Newton-type iterative regularization methods for nonlinear equations with operators having normally solvable derivative at the solution
Online Contents | 2016|Keywords: normally solvable operator
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