Revista Mat. Iberoamericana 28 (1) (2012), 57 – 76. [doi: 10.4171/rmi/666]. . Télécharger sur ArXiv

[24] Compact composition operators on Bergman-Orlicz spaces (avec D. Li, H. Queffélec, L. Rodriguez-Piazza).

Transactions Amer. Math. Soc. 365 (2013), 3943-3970 . Télécharger sur ArXiv

[23] When strict singularity of operators coincides with weak compactness.

J. Operator Theory. Vol 67, no 2,  pp. 369-378.Télécharger sur HAL

[22] Nevanlinna counting function and Carleson function of analytic maps (avec D. Li, H. Queffélec, L. Rodriguez-Piazza).

Math Annalen 351, no2 (2011), 305-326 .Télécharger sur ArXiv

[21] Thin sets of integers in Harmonic analysis and p-stable random Fourier series (avec D. Li, H. Queffélec, L. Rodriguez-Piazza).

Journal d'Analyse Math. vol 115 no 1 (2011) 187-211 .Télécharger sur ArXiv

[20] Compact composition operators on H2 and Hardy-Orlicz spaces (avec D. Li, H. Queffélec, L. Rodriguez-Piazza).

Journ. Math. Anal. Appl. 354 (2009), 360-371

[19] Some examples of compact composition operators on H2 (avec D. Li, H. Queffélec, L. Rodriguez-Piazza).

Journal Funct. Analysis, Volume 255, Issue 11(2008), 3098-3124 .

[18] Essential norms of weighted composition operators on the space ${\cal H}^\infty$ of Dirichlet series.

Studia Math., 191, No. 1, 57-66 (2009) .

[17] Generalized essential norm of weighted composition operators on some uniform algebras of analytic functions.

Integral Equations and Operator Theory 63 (2009), 557-569. preprint

[16] Invariant means and thin sets in harmonic analysis with applications to prime numbers. (avec L. Rodriguez-Piazza)

J. London Math. Soc. 2009 80: 72-84 . preprint

[15a] Composition operators on Hardy-Orlicz spaces. (avec D. Li, H. Queffélec, L. Rodriguez-Piazza).

Memoirs of the AMS 207 (2010), pp. 1-88. preprint (pdf)

[15b] Composition operators on Hardy-Orlicz spaces. (avec D. Li, H. Queffélec, L. Rodriguez-Piazza).

C. R. Acad. Sci. Paris 344, No. 1, 5-10 (2007)

[14] A criterion of weak compactness for operators on subspaces of Orlicz spaces. (avec D. Li, H. Queffélec, L. Rodriguez-Piazza).

J. Funct. Spaces and Appl. Vol. 6, Number 3 (2008), 277-292. preprint (pdf)

[13] Weak compactness and Orlicz spaces (avec D. Li, H. Queffélec, L. Rodriguez-Piazza).

Colloq. Math. 112 (2008), 23-32.

[12] On the structure of spaces of uniformly convergent Fourier series. (avec L. Rodriguez-Piazza)

Math. Annalen 338 (2007), 11-31.

[11] The union of Riesz set and a Lust-Piquard set is a Riesz set. (avec L. Rodriguez-Piazza)

Journal Funct. Analysis 233 (2006), no. 2, 545-560.

[10] Some characterizations of weakly compact operators on H∞ and on the disk algebra. Application to composition operators.

J. Operator Th 54 (2005) no2, 229-238.

[9] Some new rich subspaces of C. Applications.

Bull. Sci. Math 128 (9) 2004, 789-801.

[8] Some translation invariant Banach function spaces which contain c0. (avec D. Li, H. Queffélec, L. Rodriguez-Piazza).

Studia Math. 163(2) 2004, 137-155.

[7] p-Rider sets are q-Sidon sets. (avec L. Rodriguez-Piazza)

Proc. Amer. Math. Soc. 131(2003) 1829-1838.

[6] Lacunary Sets and Function Spaces with finite cotype. (avec D. Li, H. Queffélec, L. Rodriguez-Piazza).

Journal Funct. Analysis 188 (2002) 272-291.

[5] Some remarks on Quasi-Cohen sets. (avec D. Li)

Colloquium Math. 89 (2001) 169-178.

[4] Topological dichotomy and unconditional convergence.

Serdica Mathematical Journal 25 (1999) 297-310.

[3] Measures and lacunary sets.

Studia Mathematica 133-2(1999) 145-161.

[2] On some properties of the class of stationary sets.

Colloquium Mathematicum 76(1998) 1-18.Télécharger sur HAL