Acceder al contenido principalAcceder al menú principal'>Formulario de contacto'>La UAM

Facultad de CienciasFacultad de Ciencias

Biparameter BMO under the action of a rotation

Organiza
Dpto. de Matemáticas
Ponente
Yujia Zhai, CNRS
Fecha
27-11-2020
Hora
11:30
Lugar
Evento online
Descripción

Resumen:
Composition by a bi-Lipschitz measure-preserving map on the one-parameter
BMO space has been applied to study the Euler equation with a BMO-type
vorticity. We would like to discuss the same problem in the setting of biparameter
BMO space in R2. We will focus on composing by a rotation on the
biparameter BMO space. This BMO space is not preserved by a rotation since
it relies on the structure of axis-parallel rectangles. We will quantify this fact by
interpolation inequalities. One straightforward application of the interpolation
inequalities is a boundedness property of directional Hilbert transforms.

ONLINE - URL: https://conecta.csic.es/b/jos-ajp-qp4

Universidad Autónoma de Madrid © 2008 · Ciudad Universitaria de Cantoblanco · 28049 Madrid · Información y Conserjería: 91 497 43 31 E-mail:  informacion.ciencias@uam.es
Gestión de estudiantes de Grado y Posgrado: 91 497 8264 / 4329 / 4353 / 4349 / 6879 / 8362 E-mail:  administracion.ciencias@uam.es