Display Abstract

Title Linear and nonlinear eigenvalue problems for Dirac systems in unbounded domains

Name Anna Capietto
Country Italy
Email anna.capietto@unito.it
Co-Author(s) Walter Dambrosio, Duccio Papini
Submit Time 2014-02-25 05:30:02
Session
Special Session 21: Variational, topological, and set-valued methods for differential problems
Contents
It is proved the existence of a continuum of solutions of a special form to a nonlinear partial differential equation of Dirac type. To this end, we use the notions of "partial wave subspace", in connection with the well-known concept of rotation number.