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Showing 9 out of a total of 9 results for community: Physical & Applied Sciences.
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A class of discrepancy principles for the simplified regularization of ill-posed problems
George, S.
;
Nair, M.T.
(
Cambridge University Press
,
1994
)
Parameter choice by discrepancy principles for ill-posed problems leading to optimal convergence-rates
George, S.
;
Nair, M.T.
(
Springer Verlag (Germany)
,
1994
)
An a-posteriori parameter choice for simplified regularization of ill-posed problems
George, S.
;
Nair, M.T.
(
Springer Verlag (Germany)
,
1993
)
An iterative regularization method for ill-posed Hammerstein type operator equation
George, S.
;
Kunhanandan, M.
(
De Gruyter
,
2009
)
An iterative regularization method for ill-posed Hammerstein type operator equations with monotone nonlinear part
Kunhanandan, M.
;
George, S.
(
Hikari
,
2010
)
Newton Lavrentiev regularization for ill-posed operator equations in Hilbert scalese
George, S.
;
Pareth, S.
;
Kunhanandan, M.
(
Elsevier
,
2013
)
A two step Newton type iteration for ill-posed Hammerstein type operator equations in Hilbert scales
Shobha, M.E.
;
George, S.
;
Kunhanandan, M.
(
Rocky Mountain Mathematics Consortium
,
2014
)
Iterative regularization methods for ill-posed Hammerstein-type operator equations in Hilbert scales
Argyros, I.K.
;
George, S.
;
Kunhanandan, M.
(
Babes-Bolyai University, Romania
,
2014
)
Approximation Methods for Nonlinear Ill-Posed Hammerstein Type Operator Equations
Kunhanandan, M.
(
Goa University
,
2011
)
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Author
George, S. (9)
Kunhanandan, M. (6)
Nair, M.T. (3)
Argyros, I.K. (1)
Pareth, S. (1)
Shobha, M.E. (1)
Valaulikar, Y.S. (1)
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Journal article (8)
Thesis (1)
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Mathematics (9)
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2010 - 2014 (5)
2000 - 2009 (1)
1993 - 1999 (3)
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Yes (9)