Programme

(This is for the moment a tentative programme.)

Lundi		Mardi		Mercredi
Arrivé		9h00-9h40	W. Arendt: The Mittag Leffler Theorem, Countable Spectrum and Cauchy Problems.	9h00-9h40	D. Timotin: Characteristic functions and invariant subspaces: old and new.
		9h50-10h30	N. Young: Operators with numerical range in an elliptical region	9h50-10h30	H. Queffelec: Littlewood’s subordination principle for weighted Hardy spaces
		Coffee break		Coffee break
		11h00-11h40	I. Chalendar: Characterization of Isometries on the Fréchet space of holomorphic functions on the open unit disc. (visio)	11h00-11h40	S. Pott: Multipliers, Hardy’s inequality, and Paley’s inequality for the space H^{log} and other Hardy-Orlicz spaces
		11h50-12h30	Z. Lykova: The B. and F. Delyon calcular norm of an analytic function on an elliptical region	11h50-12h30	T. Ransford: Negative powers of Hilbert-space contractions (visio)
13h30-14h00	Reception of participants	Lunch		Lunch
14h00-14h30	Hommages à Jean Esterle	14h15-14h30	Hommages à Jean Esterle	Fin
14h30-15h10	R. Zarouf: Analytic capacities in Beurling-Sobolev spaces.	14h30-15h10	J. Partington: Zero-one laws for functional calculus on operator semigroups. (visio)
15h20-16h00	A. Borichev: The Szegö minimum problem	15h20-16h00	A. Bonami: Endpoint estimates for pointwise products and Hankel operators in the upper half plane and the unit ball.
Coffee break		Coffee break
16h30-17h10	S. Petermichl: The matrix A2 conjecture fails.	16h30-17h10	G. Godefroy: Some applications of the axioms of set theory.
17h20-18h00	A. Volberg: Embedding theorems for Dirichlet spaces in bi-disc. (visio)
		20h00-23h00	Dîner

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