Sumários

Applications of duality to problems with minimal hypersurfaces

30 Maio 2019, 14:30 José Francisco da Silva Costa Rodrigues


The primal and the dual problems for nonparametric minimal hypersurfaces. Minimising sequences and generalised solutions of the variational problem with a Dirichlet boundary condition.Relations with the classical problem and with the De Giorgi problem.

This course took place the 31 May — Friday at 14:00-17:00 | 6.2.38


Applications of duality to problems with minimal hypersurfaces

29 Maio 2019, 17:00 José Francisco da Silva Costa Rodrigues


The primal and the dual problems for nonparametric minimal hypersurfaces. Minimising sequences and generalised solutions of the variational problem with a Dirichlet boundary condition.Relations with the classical problem and with the De Giorgi problem.

This course took place the 31 May — Friday at 14:00-17:00 | 6.2.38


Applications of duality to problems with minimal hypersurfaces

29 Maio 2019, 15:30 José Francisco da Silva Costa Rodrigues


The primal and the dual problems for nonparametric minimal hypersurfaces. Minimising sequences and generalised solutions of the variational problem with a Dirichlet boundary condition.Relations with the classical problem and with the De Giorgi problem.

This course took place the 31 May — Friday at 14:00-17:00 | 6.2.38


Two kinds of problems solved with Convex Analysis

23 Maio 2019, 14:30 José Francisco da Silva Costa Rodrigues

Application of duality in two variational problems solvable with convex analysis tools; relations and explicit forms of the primal and dual problems:

1- Problems with discontinuities in the gradient  (Mossolov-Miasnikov's problem and the least-plastic torsion problem) — exposition by Francisco Agostinho;
2- A problem of fourth order with a nonlocal term in a non reflexive Banach space (Berkowitz and Pollard's filtering problem) — exposition by Lara Luhrmann.

Lectures the 23rd May, from 16:30-19:30.


Two kinds of problems solved with Convex Analysis

22 Maio 2019, 17:00 José Francisco da Silva Costa Rodrigues

Application of duality in two variational problems solvable with convex analysis tools; relations and explicit forms of the primal and dual problems:

1- Problems with discontinuities in the gradient  (Mossolov-Miasnikov's problem and the least-plastic torsion problem) — exposition by Francisco Agostinho;
2- A problem of fourth order with a nonlocal term in a non reflexive Banach space (Berkowitz and Pollard's filtering problem) — exposition by Lara Luhrmann.

Lectures the 23rd May, from 16:30-19:30.