El Viernes 5 de Febrero, dentro del Ciclo de Conferencias del IUMPA, los profesores Vladimir Müller y Frédéric Bayart impartirán conferencias a las 11:30 y 12:30, respectivamente, en Aula B4 del Edificio 7A (Planta baja de la sede del DMA).Los títulos y los resúmenes detallamos a continuación:

Vladimir Müller (11:30h)
Title: On $/rho$-dilations for commuting tuples of operators
Abstract: We will discuss two succesful concepts of dilation theory – $/rho$-dilations of single operators and regular dilations of commuting tuples – and generalize and unify them.

Frédéric Bayart (12:30h)
Title: Composition operators on Hardy spaces of Dirichlet series.
Abstract: After reviewing some basic facts on Hardy spaces of Dirichlet series we will investigate composition operators on these spaces. We will show that in the most interesting case, continuity is equivalent to an embedding property which is only known in the Hilbertian case. We will then prove an other embedding property which will give us the first non-trivial examples.

Estáis todos invitados.