Treffer 81 - 100 von 1.575

81

A Numerical Method for an Integro-Differential Equation with Memory in Banach Spaces: Qualitative Properties: A numerical method for an integro-differential equation with memory in Banach spaces: qualitative properties
Eduardo Cuesta ; C. Palencia
SIAM Journal on Numerical Analysis. 41:1232-1241

integro-differential equ... Integro-partial differen... fractional quadrature Banach space positivity contractivity
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82

Ill‐posed equations with transformed argument: Ill-posed equations with transformed argument
Gramsch, Simone ; Schock, Eberhard
Abstract and Applied Analysis, Vol 2003, Iss 13, Pp 785-791 (2003)
Abstr. Appl. Anal. 2003, no. 13 (2003), 785-791

65J22 Numerical solutions of i... regularization Linear operators and ill... 39B22 Numerical solutions to e...
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83

An iterative approach to a constrained least squares problem
Reich, Simeon ; Xu, Hong-Kun
Abstract and Applied Analysis, Vol 2003, Iss 8, Pp 503-512 (2003)
Abstr. Appl. Anal. 2003, no. 8 (2003), 503-512

47H09 convergence iterative algorithm Numerical solutions of i... regularization Linear operators and ill...
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84

An optimal order yielding discrepancy principle for simplified regularization of ill‐posed problems in Hilbert scales: An optimal order yielding discrepancy principle for simplified regularization of ill-posed problems in Hilbert scales
Santhosh George ; M. Thamban Nair
International Journal of Mathematics and Mathematical Sciences, Vol 2003, Iss 39, Pp 2487-2499 (2003)

parameter choice Numerical solutions of i... regularization Linear operators and ill... discrepancy principle ill-posed operator equat...
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85

Krylov Subspace Acceleration of Waveform Relaxation: Krylov subspace acceleration of waveform relaxation
Andrew Lumsdaine ; Deyun Wu
SIAM Journal on Numerical Analysis. 41:90-111

Iterative numerical meth... Abstract parabolic equat... waveform relaxation numerical examples Gauss-Seidel iteration generalized minimal resi...
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86

ON THE SOLUTION OF ILL-POSED PROBLEMS BY PROJECTION METHODS WITH A POSTERIORI CHOICE OF THE DISCRETIZATION LEVEL: On the solution of ill-posed problems by projection methods with a posteriori choice of the discretization level
Hamarik, U. ; Avi, E. ; Ganina, A.
Mathematical Modelling and Analysis, Vol 7, Iss 2 (2002)
Mathematical Modelling and Analysis; Vol 7 No 2 (2002); 241-252

Hilbert spaces Numerical solutions of i... regularization Linear operators and ill... numerical results 01 natural sciences
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87

Maximum-norm estimates for resolvents of elliptic finite element operators
Vidar Thomée ; Nikolai Yu. Bakaev ; Lars B. Wahlbin
Mathematics of Computation. 72:1597-1611

Error bounds for boundar... Laplace operator, Helmho... finite element Numerical solutions to e... resolvent error bounds
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88

An Economical Method for Multidimensional Motion and Transport Equations: An economical method for multidimensional motion and transport equations
N. G. Zhadaeva
Differential Equations. 38:1337-1343

Finite difference and fi... Cauchy problem methods of total approxi... transport equations Nonlinear differential e... economical finite-differ...
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89

On the existence of solutions to equality constrained least-squares problems in infinite dimensional Hilbert spaces: On the existence of solutions to equality constrained least-squares problems in infinite-dimensional Hilbert spaces.
Ding, Jiu
Applied Mathematics and Computation. 131:573-581

angle between subspaces equality constraints Numerical solutions to e... existence of solutions Physical Sciences and Ma... least-squares problems
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90

Schauder bases in banach spaces: application to numerical solutions of differential equations: Schauder bases in Banach spaces: Application to numerical solutions of differential equations.
V. Ramírez ; M. Ruiz Galán ; Antonio Palomares ; et al.
Computers & Mathematics with Applications. 44:619-622

Numerical solution of bo... Differential equations Banach space tau method 01 natural sciences numerical example
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91

Efficient determination of multiple regularization parameters in a generalized L-curve framework
Murat Belge ; Eric L. Miller ; Misha E. Kilmer
Inverse Problems. 18:1161-1183

Linear operators and ill... inverse problems minimum distance functio... Numerical solution to in... 02 engineering and techn... L-hypersurface
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92

Dykstra's Algorithm and a Representation of the Moore–Penrose Inverse: Dykstra's algorithm and a representation of the Moore-Penrose inverse
Charles W. Groetsch
Journal of Approximation Theory. 117:179-184

Hilbert spaces Mathematics(all) Numerical Analysis Numerical solutions to o... convergence generalized inverses
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93

Optimization of Approximate Solution of Integral Equations of Several Variables: Optimization of approximate solution of integral equations of several variables
Xing Hua Wang ; Wan Ma
Acta Mathematica Sinica. 18:455-462

measurement of optimalit... approximate numbers of o... Fredholm integral equati... Numerical methods for in... 01 natural sciences Fredholm integral equati...
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94

On a multistep method approximating a linear sectorial evolution equation
DEL BUONO, Nicoletta ; A. T. HILL ; DEL BUONO, Nicoletta ; et al.
IMA Journal of Numerical Analysis. 22:481-499

Abstract parabolic equat... Banach space convergence sectorial operator Numerical methods for in... 01 natural sciences
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95

Unimprovable Order-of-Magnitude Estimates of the Rate of Convergence of the Cayley Transform Method for Approximation of an Operator Exponent: Unimprovable order-of-magnitude estimates of the rate of convergence of the Cayley transform method for approximation of an operator exponent
V. L. Makarov ; V. B. Vasilik ; V. L. Ryabichev
Cybernetics and Systems Analysis. 38:632-636

Linear differential equa... Numerical solutions to e... Cayley transform 0101 mathematics abstract Cauchy problem solution
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96

Algorithms for inversion of diagonal plus semiseparable operator matrices
Israel Gohberg ; Y. Eidelman
Integral Equations and Operator Theory. 44:172-211

Numerical solution of bo... Hilbert space divide and conquer techn... Numerical methods for in... numerical results diagonal plus semisepara...
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97

Generalized Arcangeli’s discrepancy principles for a class of regularization methods for solving ill-posed problems: Generalized Arcangeli's discrepancy principles for a class of regularization methods for solving ill-posed problems
M. P. Rajan ; M. T. Nair
jiip. 10:281-294

Arcangeli discrepancy pr... convergence Numerical solutions of i... regularization Linear operators and ill... Numerical solutions to e...
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98

Efficient algorithms for the regularization of dynamic inverse problems: I. Theory: Efficient algorithms for the regularization of dynamic inverse problems. I: Theory
Alfred K. Louis ; Uwe Schmitt
Inverse Problems. 18:645-658

Hilbert spaces Numerical solutions of i... regularization Linear operators and ill... inverse problems dynamic inverse problem
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99

Efficient algorithms for the regularization of dynamic inverse problems: II. Applications: Efficient algorithms for the regularization of dynamic inverse problems. II: Applications
Schmitt, U. ; Louis, A. ; Wolters, C. ; et al.
Inverse Problems

Biomedical imaging and s... Numerical solutions of i... regularization Linear operators and ill... inverse problems electrical impedance pro...
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100

An improved model function method for choosing regularization parameters in linear inverse problems
Jun Zou ; Jianli Xie
Inverse Problems. 18:631-643

Hilbert spaces Linear operators and ill... Tikhonov regularization linear inverse problems Numerical solution to in... 01 natural sciences
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