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Leblond, Juliette - Sophia Antipolis Méditerranée Research Centre
Hardy approximation to L 1 functions on subsets of the circle.
Line-segment cracks recovery from incomplete boundary data Amel Ben Abda , Moez Kallel y , Juliette Leblond z , Jean-Paul Marmorat x
Habilitation # diriger des recherches pr#sent#e # l'Universit# de Nice SophiaAntipolis
Inverse Problems 15 (1999) 79--90. Printed in the UK PII: S02665611(99)963463 How can the meromorphic approximation help to solve some
A constrained approximation problem arising in parameter identication
Traces of Hardy functions and reproducing kernel Hilbert spaces
Hardy approximation to L p functions on subsets of the
From H 2 approximation / interpolation to identication results for 2D Laplace inverse problems: determination of an exchange
Approximation problems in some holomorphic spaces,||| with applications
IDENTIFICATION HARMONIQUE ET TRACE DES CLASSES DE HARDY
Approximation and interpolation in H 2 : Toeplitz operators, recovery problems and error bounds
ASYMPTOTIC ESTIMATES FOR INTERPOLATION AND CONSTRAINED APPROXIMATION IN H 2 BY DIAGONALIZATION OF TOEPLITZ OPERATORS
