Agenda

Stochastic Optimal Control and Bellman function technique I, Michelangelo Cavina

Dipartimento di Matematica, Aula Seminario I

1st in a series of seminars on the "Bellman function" technique of Nazarov, Treil, and Volberg.

Interpolating sequences for function spaces I, Nikolaos Chalmoukis

Dipartimento di Matematica, Aula Seminario I

1st of a series of seminars on interpolating sequences

Some basics on analysis on metric spaces I, Nicola Arcozzi

Dipartimento di Matematica, Aula Seminario I

1st in a series of seminars on analysis on metric spaces.

Analysis Days in Piedmont 2019

Salmour CN Italy

The workshop «Analysis Days in Piedmont 2019/Giornate di Analisi in Piemonte 2019» will take place in Salmour, Italy, from 27.05.2019 to 31.05.2019. This workshop is organized by the Department of Mathematics of the University of Bologna in collaboration with the Chebyshev Laboratory.

Nanoworkshop on Function Spaces

Dip. di Matematica, Seminario I

A workshop on recent advances in Function Spaces, in occasion of Anton Baranov's course on De Branges Theory at UniBo.

Anton Baranov, THE DE BRANGES THEORY OF HILBERT SPACES OF ENTIRE FUNCTIONS AND ITS APPLICATIONS TO SPECTRAL THEORY OF DIFFERENTIAL OPERATORS 1/6

Dip. di Matematica Seminario I

This is the first lecture of a graduate course delivered by prof. Baranov. The schedule of the course and more details on the program are posted here: https://www.dm.unibo.it/seminari/cycles/44

Juri Belov, Spectral Theory on spaces of entire functions

Dip. di Matematica, Aula Bombelli

We discuss new results and open problems.

Pavel Mozolyako:THE DIRICHLET SPACE ON THE BI-DISC V

Dept of Math, Aula Vitali

On work in collaboration with N. Arcozzi, M. Perfekt, G. Sarfatti,

Artur Nicolau: The Corona Theorem in Nevanlinna quotient algebras and interpolating sequences.

Dip. di Matematica Seminario I

About joint work with Xavier Massaneda and Pascal Thomas. For a detailed abstract see https://www.dm.unibo.it/seminari/seminars/2033

Nicola Arcozzi, THE DIRICHLET SPACE ON THE BIDISC IV

Dept of Math, Aula Vitali

On work in collaboration with P. Mozolyako, M. Perfekt, G. Sarfatti,

NIKOLAOS CHALMOUKIS: ONTO INTERPOLATION FOR THE DIRICHLET SPACE AND FOR W^1,2(D)

We will discuss a characterization of onto interpolating sequences with finite associated measure for the Dirichlet space in terms of capacity of some condensers. The same condition in fact characterizes all onto interpolating sequences for W1,2(D) even if the associated measure is infinite.

MATTEO LEVI: DISTORTION OF SETS UNDER INNER FUNCTIONS

Fernandéz and Pestana proved that the Hausdorff content of a set E ⊆ ∂D is bounded by the content of its preimage under any inner function fixing the origin. We extend this result to inner functions whose fixed points lie on the boundary of the disc. Joint work with Artur Nicolau and Odí Soler.