Dynamical systems method for solving operator equations

Dynamical systems method for solving operator equations (2004)

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by A. G. Ramm

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80 - 61 self

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@MISC{Ramm04dynamicalsystems,
    author = {A. G. Ramm},
    title = {Dynamical systems method for solving operator equations },
    year = {2004}
}

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Citations

230	Nonlinear Functional Analysis - Deimling - 1985
37	On stable numerical differentiation - Ramm, Smirnova - 2001
26	Ill-posed problems with unbounded operators - Ramm
25	Dynamical systems and discrete methods for solving nonlinear ill-posed problems - Ramm, Airapetyan - 2000
17	solutions of some ill-posed problems - Ramm - 1981
13	1999] Continuous analog of Gauss-Newton method - Airapetyan, Ramm, et al.
12	2000] Continuous methods for solving nonlinear illposed problems, Operator theory and its applications - Airapetyan, Ramm, et al.
11	Continuous regularized Gauss-Newton-type algorithm for nonlinear ill-posed equations with simultaneous updates of inverse derivative - Ramm, Smirnova
8	ill-posed problems and dynamical systems - Ramm, Linear
7	Convergence rates of the continuous regularized Gauss-Newton method - Kaltenbacher, Neubauer, et al.
4	Continuous Newton-type processes - Alber - 1971
4	A numerical method for some nonlinear problems - Ramm - 1999
2	Acceleration of convergence of a continuous analog of the Newton method - Ramm
2	On deconvolution methods, Intern - Ramm, Galstian
2	Regularization of ill-posed problems with unbounded operators - AG
2	On equations of the first kind - Ramm - 1968
1	On equations of the first kind, Diff. eq - Ramm - 1968
1	Smirnova AB. Continuous methods for solving nonlinear ill-posed problems - Airapetyan, AG
1	A numerical method for solving nonlinear ill-posed problems. Nonlinear Func Anal Opt - AG, AB - 1999
1	On stable numerical differentiation. Math Comput 2001;70:1131–53 - AG, AB
1	Continuous regularized Gauss–Newton-type algorithm for nonlinear ill-posed equations with simultaneous updates of inverse derivative - AG, AB
1	A numerical method for some nonlinear problems - AG - 1999
1	Acceleration of convergence of a continuous analog of the Newton method. Appl Anal 2002;81(4):1001–4 - AG
1	On equations of the first kind. Diff Equat 1968;4:2056–60 - AG
1	Stable solutions of some ill-posed problems - AG - 1981
1	Continuous Newton-type processes. Diff Uravn 1971;7(1):1931–45 - Ya
1	Ryasantseva I. On regularized evolution equations. Func Diff Equat 2000;7:177–87 - Ya
1	On deconvolution methods - AG, Galstian
1	Smirnova AB, Favini A. Continuous modified NewtonÕs-type method for nonlinear operator equations. Ann di Mat Pure Appl 2003;182(N1):37–52 - AG