Colóquio MAP com o Prof. Adilson Presoto (UFSC)
“The relationship between the Archimedes number π and the existence of solution for PDEs”
Palestrante: Prof. Adilson Eduardo Presoto (Universidade Federal de São Carlos)
Dia: 14 de setembro, sexta-feira, das 14h às 15h.
Local: Auditório Antonio Gilioli - Sala 247/262 - Bloco A, IME-USP. Café às 15h00, na sala 265 A (Chefia do MAP).
Likely the real number π is the most ubiquitous constant in all Mathematics. In PDEs, it could not be different. Surprisingly, in the study of some elliptic equations with exponential growth, it appears naturally as a restriction for the existence solution. The Brezis and Benilan's seminal work on Thomas-Fermi problem leading with elliptic problems involving L1 or measure data has guided us to this class of fascinating problems. As a whole we intend to sum up some progress in the study of PDEs with measure as datum highlighting the presence of number π in the theory. Partially supported by FAPESP and CAPES, e-mail: email@example.com
Transmissão online: http://www.ime.usp.br/comunicacao/eventos/cat.listevents/