1 citations · 1 across the 3 of their papers we have counts for
4 papers
Characteristic curves for set-valued Hamilton-Jacobi equations
Daniela Visetti
The method of characteristics is extended to set-valued Hamilton-Jacobi equations. This problems arises from a calculus of variations' problem with a multicriteria Lagrangian funct…
The Hopf-Lax formula for multiobjective costs with non-constant discount via set optimization
Daniela Visetti
The minimization of a multiobjective Lagrangian with non-constant discount is studied. The problem is embedded into a set-valued framework and a corresponding definition of the val…
The inf-translation for solving set minimization problems
Andreas H Hamel, Frank Heyde, Daniela Visetti
Set- and vector-valued optimization problems can be re-formulated as complete lattice-valued problems. This has several advantages, one of which is the existence of a clear-cut sol…
Multiplicity of solutions of a zero mass nonlinear equation on a Riemannian manifold
Daniela Visetti
The relation between the number of solutions of a nonlinear equation on a Riemannian manifold and the topology of the manifold itself is studied. The technique is based on Ljustern…