Detalles de Evento
Título: Local and non-local constant Q-curvature on \(R^n\) and applications.
Impartida por: Luca Martinazzi (Universitá di Padova).
Abstract: We analyse the existence and the properties of conformal metrics on \(R^n\) with prescribed constant Q-curvature and possibly a singularity. Our approach is new also in the local case, as it uses Campanato space estimates instead of pointwise estimates (much more difficult to obtain). We mention applications to the Moser-Trudinger and the mean-field equation.
13 de junio de 2019, 10:00, Seminario 1ª planta IEMath-GR
Impartida por: Luca Martinazzi (Universitá di Padova).
Abstract: We analyse the existence and the properties of conformal metrics on \(R^n\) with prescribed constant Q-curvature and possibly a singularity. Our approach is new also in the local case, as it uses Campanato space estimates instead of pointwise estimates (much more difficult to obtain). We mention applications to the Moser-Trudinger and the mean-field equation.
13 de junio de 2019, 10:00, Seminario 1ª planta IEMath-GR
