Resumen de Existence of a sequence of eigensolutions for the 1-Laplace operator

Zoja Milbers, Friedemann Schuricht

• The paper verifies the existence of a sequence of eigenfunctions for the 1-Laplace operator by showing that the corresponding variational problem has a sequence of critical points. Since the functionals entering the variational problem are not differentiable, critical points are defined by means of the weak slope.