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Results: 1-17 |
Results: 17
A CONVERGENCE ANALYSIS OF ITERATIVE METHODS FOR THE SOLUTION OF NONLINEAR ILL-POSED PROBLEMS UNDER AFFINELY INVARIANT CONDITIONS
Authors: DEUFLHARD P ENGL HW SCHERZER O
Citation: P. Deuflhard et al., A CONVERGENCE ANALYSIS OF ITERATIVE METHODS FOR THE SOLUTION OF NONLINEAR ILL-POSED PROBLEMS UNDER AFFINELY INVARIANT CONDITIONS, Inverse problems (Print), 14(5), 1998, pp. 1081-1106
LOCAL ILL-POSEDNESS AND SOURCE CONDITIONS OF OPERATOR-EQUATIONS IN HILBERT-SPACES
Authors: HOFMANN B SCHERZER O
Citation: B. Hofmann et O. Scherzer, LOCAL ILL-POSEDNESS AND SOURCE CONDITIONS OF OPERATOR-EQUATIONS IN HILBERT-SPACES, Inverse problems (Print), 14(5), 1998, pp. 1189-1206
A MODIFIED LANDWEBER ITERATION FOR SOLVING PARAMETER-ESTIMATION PROBLEMS
Authors: SCHERZER O
Citation: O. Scherzer, A MODIFIED LANDWEBER ITERATION FOR SOLVING PARAMETER-ESTIMATION PROBLEMS, Applied mathematics & optimization, 38(1), 1998, pp. 45-68
REGULARIZATION FOR CURVE REPRESENTATIONS - UNIFORM-CONVERGENCE FOR DISCONTINUOUS SOLUTIONS OF ILL-POSED PROBLEMS
Authors: NEUBAUER A SCHERZER O
Citation: A. Neubauer et O. Scherzer, REGULARIZATION FOR CURVE REPRESENTATIONS - UNIFORM-CONVERGENCE FOR DISCONTINUOUS SOLUTIONS OF ILL-POSED PROBLEMS, SIAM journal on applied mathematics (Print), 58(6), 1998, pp. 1891-1900
AN ITERATIVE MULTI LEVEL ALGORITHM FOR SOLVING NONLINEAR ILL-POSED PROBLEMS
Authors: SCHERZER O
Citation: O. Scherzer, AN ITERATIVE MULTI LEVEL ALGORITHM FOR SOLVING NONLINEAR ILL-POSED PROBLEMS, Numerische Mathematik, 80(4), 1998, pp. 579-600
DENOISING WITH HIGHER-ORDER DERIVATIVES OF BOUNDED VARIATION AND AN APPLICATION TO PARAMETER-ESTIMATION
Authors: SCHERZER O
Citation: O. Scherzer, DENOISING WITH HIGHER-ORDER DERIVATIVES OF BOUNDED VARIATION AND AN APPLICATION TO PARAMETER-ESTIMATION, Computing, 60(1), 1998, pp. 1-27
ON CONVERGENCE-RATES FOR THE ITERATIVELY REGULARIZED GAUSS-NEWTON METHOD
Authors: BLASCHKE B NEUBAUER A SCHERZER O
Citation: B. Blaschke et al., ON CONVERGENCE-RATES FOR THE ITERATIVELY REGULARIZED GAUSS-NEWTON METHOD, IMA journal of numerical analysis, 17(3), 1997, pp. 421-436
SPRAYING THE PERFECT BILLET
Authors: FRIGAARD IA SCHERZER O
Citation: Ia. Frigaard et O. Scherzer, SPRAYING THE PERFECT BILLET, SIAM journal on applied mathematics, 57(3), 1997, pp. 649-682
ANALYSIS OF REGULARIZED TOTAL VARIATION PENALTY METHODS FOR DENOISING
Authors: DOBSON D SCHERZER O
Citation: D. Dobson et O. Scherzer, ANALYSIS OF REGULARIZED TOTAL VARIATION PENALTY METHODS FOR DENOISING, Inverse problems, 12(5), 1996, pp. 601-617
A CONVERGENCE ANALYSIS OF THE LANDWEBER ITERATION FOR NONLINEAR ILL-POSED PROBLEMS
Authors: HANKE M NEUBAUER A SCHERZER O
Citation: M. Hanke et al., A CONVERGENCE ANALYSIS OF THE LANDWEBER ITERATION FOR NONLINEAR ILL-POSED PROBLEMS, Numerische Mathematik, 72(1), 1995, pp. 21-37
CONVERGENCE CRITERIA OF ITERATIVE METHODS BASED ON LANDWEBER ITERATION FOR SOLVING NONLINEAR PROBLEMS
Authors: SCHERZER O
Citation: O. Scherzer, CONVERGENCE CRITERIA OF ITERATIVE METHODS BASED ON LANDWEBER ITERATION FOR SOLVING NONLINEAR PROBLEMS, Journal of mathematical analysis and applications, 194(3), 1995, pp. 911-933
UNIQUENESS AND STABLE DETERMINATION OF FORCING TERMS IN LINEAR PARTIAL-DIFFERENTIAL EQUATIONS WITH OVERSPECIFIED BOUNDARY DATA
Authors: ENGL HW SCHERZER O YAMAMOTO M
Citation: Hw. Engl et al., UNIQUENESS AND STABLE DETERMINATION OF FORCING TERMS IN LINEAR PARTIAL-DIFFERENTIAL EQUATIONS WITH OVERSPECIFIED BOUNDARY DATA, Inverse problems, 10(6), 1994, pp. 1253-1276
FACTORS INFLUENCING THE ILL-POSEDNESS OF NONLINEAR PROBLEMS
Authors: HOFMANN B SCHERZER O
Citation: B. Hofmann et O. Scherzer, FACTORS INFLUENCING THE ILL-POSEDNESS OF NONLINEAR PROBLEMS, Inverse problems, 10(6), 1994, pp. 1277-1297
A REGULARIZATION SCHEME FOR AN INVERSE PROBLEM IN AGE-STRUCTURED POPULATIONS
Authors: ENGL HW RUNDELL W SCHERZER O
Citation: Hw. Engl et al., A REGULARIZATION SCHEME FOR AN INVERSE PROBLEM IN AGE-STRUCTURED POPULATIONS, Journal of mathematical analysis and applications, 182(3), 1994, pp. 658-679
OPTIMAL A POSTERIORI PARAMETER CHOICE FOR TIKHONOV REGULARIZATION FORSOLVING NONLINEAR III-POSED PROBLEMS
Authors: SCHERZER O ENGL HW KUNISCH K
Citation: O. Scherzer et al., OPTIMAL A POSTERIORI PARAMETER CHOICE FOR TIKHONOV REGULARIZATION FORSOLVING NONLINEAR III-POSED PROBLEMS, SIAM journal on numerical analysis, 30(6), 1993, pp. 1796-1838
CONVERGENCE-RATES OF ITERATED TIKHONOV REGULARIZED SOLUTIONS OF NONLINEAR III - POSED PROBLEMS
Authors: SCHERZER O
Citation: O. Scherzer, CONVERGENCE-RATES OF ITERATED TIKHONOV REGULARIZED SOLUTIONS OF NONLINEAR III - POSED PROBLEMS, Numerische Mathematik, 66(2), 1993, pp. 259-279
THE USE OF MOROZOV DISCREPANCY PRINCIPLE FOR TIKHONOV REGULARIZATION FOR SOLVING NONLINEAR ILL-POSED PROBLEMS
Authors: SCHERZER O
Citation: O. Scherzer, THE USE OF MOROZOV DISCREPANCY PRINCIPLE FOR TIKHONOV REGULARIZATION FOR SOLVING NONLINEAR ILL-POSED PROBLEMS, Computing, 51(1), 1993, pp. 45-60
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