نتائج البحث

APPROXIMATION OF BAYESIAN INVERSE PROBLEMS FOR PDES

• Authors : COTTER, S. L.; DASHTI, M.; STUART, A. M.

• Source: SIAM Journal on Numerical Analysis, 2010 Jan 01. 48(1), 322-345.

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A GENERAL CONVERGENCE ANALYSIS OF SOME NEWTON-TYPE METHODS FOR NONLINEAR INVERSE PROBLEMS

• Authors : JIN, QINIAN

• Source: SIAM Journal on Numerical Analysis, 2011 Jan 01. 49(1/2), 549-573.

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Methods for Reliable Topology Changes for Perimeter-Regularized Geometric Inverse Problems

• Authors : Hackl, Benjamin

• Source: SIAM Journal on Numerical Analysis, 2007 Jan 01. 45(5), 2201-2227.

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Convergence Rates of General Regularization Methods for Statistical Inverse Problems and Applications

• Authors : Bissantz, N.; Hohage, T.; Munk, A.

• Source: SIAM Journal on Numerical Analysis, 2007 Jan 01. 45(6), 2610-2636.

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ITERATIVELY REGULARIZED GAUSS–NEWTON METHOD FOR NONLINEAR INVERSE PROBLEMS WITH RANDOM NOISE

• Authors : BAUER, FRANK; HOHAGE, THORSTEN; MUNK, AXEL

• Source: SIAM Journal on Numerical Analysis, 2009 Jan 01. 47(3), 1827-1846.

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Optimal Discretization of Inverse Problems in Hilbert Scales. Regularization and Self-Regularization of Projection Methods

• Authors : Mathé, Peter; Pereverzev, Sergei V.

• Source: SIAM Journal on Numerical Analysis, 2001 Jan 01. 38(6), 1999-2021.

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Adaptive Wavelet Galerkin Methods for Linear Inverse Problems: Adaptive wavelet Galerkin methods for linear inverse problems

• Authors : Cohen, Albert; Hoffmann, Marc; Reiß, Markus

Subjects: nonlinear methods; ddc:330; 330 Wirtschaft

• Source: SIAM Journal on Numerical Analysis. 42:1479-1501

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A Second Degree Method for Nonlinear Inverse Problems: A second degree method for nonlinear inverse problems

• Authors : Hettlich, Frank; Rundell, William

Subjects: ddc:510; Inverse problems for PDEs; Numerical solutions of ill-posed problems in abstract spaces

• Source: SIAM Journal on Numerical Analysis. 37:587-620

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OPTIMAL DISCRETIZATION OF INVERSE PROBLEMS IN HILBERT SCALES.REGULARIZATION AND SELF-REGULARIZATION OF PROJECTION METHODS.

• Authors : Mathé, Peter¹ ; Pereverzev, Sergei V.²

• Source: SIAM Journal on Numerical Analysis. 2001, Vol. 38 Issue 6, p1999-2021. 23p.

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Approximation of Bayesian Inverse Problems for PDEs

• Authors : S. L. Cotter; M. Dashti; Andrew M. Stuart

Subjects: 65C05; Probability (math.PR); 65P99

• Source: SIAM Journal on Numerical AnalysisCotter, S L, Dashti, M & Stuart, A M 2010, 'Approximation of bayesian inverse

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