Speaker
Alberto Boscaggin, Università degli Studi di Torino
Abstract
I will briefly discuss two problems on which I have been working in the last few years: the first is the periodic problem for systems of ODEs in relativistic mechanics, the second is the Dirichlet problem for supercritical elliptic PDEs. Although seemingly unrelated, these two problems have in common the fact that they are addressed through the non-smooth critical point theory developed since the seminal paper by Szulkin in 1986. I will try to highlight similarities and differences between the two applications. Based on joint works with Walter Dambrosio and Duccio Papini (systems of ODEs) and Francesca Colasuonno, Benedetta Noris, Federica Sani and Tobias Weth (elliptic PDEs).
Alberto Boscaggin, Università degli Studi di Torino
Abstract
I will briefly discuss two problems on which I have been working in the last few years: the first is the periodic problem for systems of ODEs in relativistic mechanics, the second is the Dirichlet problem for supercritical elliptic PDEs. Although seemingly unrelated, these two problems have in common the fact that they are addressed through the non-smooth critical point theory developed since the seminal paper by Szulkin in 1986. I will try to highlight similarities and differences between the two applications. Based on joint works with Walter Dambrosio and Duccio Papini (systems of ODEs) and Francesca Colasuonno, Benedetta Noris, Federica Sani and Tobias Weth (elliptic PDEs).